tag:blogger.com,1999:blog-36946993493035412442024-02-08T03:16:09.652-08:00Permata Qaseh AshwaqMiss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-3694699349303541244.post-46014881107358642232012-03-02T08:34:00.000-08:002012-03-07T08:35:29.698-08:00Political Influence on English Language in Malaysia<!--[if gte mso 9]><xml>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Our
presentation is based on Political Influence on English Language in Malaysia.
Education system in Malaysia most influenced by the politic itself. Different
individual who lead the ministry, he will change and come out with the new
changes. It doesn’t mean the changes are not good, but it must be practical
with the situation and capability that can runs it at that time. If all the
changes just wanted to showing off the power, at last the students will become
the victims. </span></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">In
my personal opinion, the implementation of PPSMI should be carrying on. Our
batch was the first batch undergoes this implementation. Based on my
experience, the benefits that I get are; I can enhance my vocabulary, training
myself to speak confidently in English, also to read books written in English.
But it was different nowadays. To be frank, I rarely speak in English except
during the English’s presentation class. As a result, this affects my fluency
to speak in English. I’m quite jealous when my lecturer praises some of my
friends during the presentation. I realized it was my own fault too. Taking for
granted this aspect. But for sure, I need the booster too. I must take the
first step to improve myself because I will undergo the practicum to teach
English for the next year. I must show the best and the right concept to my
students later. </span></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">My hope is for the Ministry
of Education, for any changes and new implementation in the future, a proper
research and survey should be conducted for every range of community including
the parents, teachers, retired teacher and education expertise, also non
government organization (NGO) so that we can view the opinion and response from
all range of community regarding the issue. We should practice the democratic
way and find the best solution that can satisfy everybody, to get the win-win
situation. At the same time, the solution will not become “one size fits all”.</span></div>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-91281931110483691312012-02-20T08:30:00.000-08:002012-03-07T08:48:56.234-08:00Language Game on Word Formation<!--[if gte mso 9]><xml>
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<span style="font-family: "Century Gothic","sans-serif";">Teaching English to the young
learners is not easy because English is not their mother tongue and it is a new
thing for them. The interest of students in learning English is needed as the
key to make them easier in mastering English itself. The teacher should have a
good and an interesting technique to introduce English for them, so that the
young learners will be interested and motivated to learn English. </span></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">There
are a lot of ways to introduce English to the young learners. One of them is by
using games. As we all know that children like play, so by using games as the
teaching method the students can be more interested to learn English. Games are
not only for fun but also for motivating students to master English fast and
easily. Learning by doing is a good way to make them easy in understanding
about English, because with doing fun activities by themselves, they will find
it easy to remember and easy to learn about the material which is taught by the
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">During
this activity, our group has provided a few games such as “Memory and
Imagination”, “Imagination and Write”, “Listen and Write”, “Roll and Action”,
and “Guess and Check”. We try to include every aspect such as writing,
speaking, reading, and listening. Games are a good approach to teach the students
in different way rather than sit down and listen to the theory only. This will
makes the teaching and learning process become more interesting and fun.<span style="mso-spacerun: yes;"> </span>At the same time during the game, this will
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<![endif]--><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Another
group’s activities have their own uniqueness and interesting. For example,
Edward’s group which conducting game on The Odd One. The group which have the
odd answer is the winner and will get the sweets which be staked by another
group. On another side, it may looks like gambling. So the teacher should
implement good value to the students to make them understand on the good view. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">This
is supported by:</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games add interest to what students might
not find very interesting. Sustaining interest can mean sustaining effort
(</span><span style="color: windowtext; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Thiagarajan, 1999; </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Wright,
Betteridge, & Buckby, 2005). After all, learning a language involves
long-term effort.</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games provide a context for meaningful
communication. Even if the game involves discrete language items, such as
a spelling game, meaningful communication takes place as students seek to
understand how to play the game and as they communicate about the game:
before, during, and after the game (Wright, Betteridge, & Buckby,
2005).</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">This meaningful communication provides the
basis for comprehensible input (Krashen, 1985), i.e., what students
understand as they listen and read, interaction to enhance
comprehensibility, e.g., asking for repetition or giving examples (Long,
1991), and comprehensible output, speaking and writing so that others can
understand (Swain, 1993).</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="4" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">The emotions aroused when playing games add
variety to the sometimes dry, serious process of language instruction (</span><span style="color: windowtext; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">(Bransford, Brown, & Cocking, 2000) </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Ersoz,
2000; Lee, 1995).</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="5" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">The variety and intensity that games offer
may lower anxiety (Richard-Amato, 1988 ) and encourage shyer learners to
take part (Uberman, 1998), especially when games are played in small
groups.</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="6" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games can involve all the basic language
skills, i.e., listening, speaking, reading, and writing, and a number of
skills are often involved in the same game (Lee, 1995).</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="7" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games are student-centered in that students
are active in playing the games, and games can often be organized such
that students have the leading roles, with teachers as facilitators.</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="8" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Many games can be played in small groups,
thereby providing a venue for students to develop their skills in working
with others, such as the skill of disagreeing politely and the skill of
asking for help (Jacobs & Kline Liu, 1996). Other advantages of games
played in groups include:</span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.0in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo2; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">The team aspect of many
games can encourage cooperation and build team spirit (Ersoz, 2000). </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.0in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo2; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Although many games
involve competition, this is not necessarily the case (Orlick, 2006).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.0in; margin-right: 0in; margin-top: 0in; mso-list: l0 level2 lfo2; tab-stops: list 1.0in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">In most games, everyone
has a turn, encouraging everyone to take a turn, rather than letting others do
all the talking and other actions, and discouraging one or two people from
shutting out others.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="9" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">As many games can be played outside of
class, they provide a means for students to use the language outside of
class time (Ellis, 2005).</span></li>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<ol start="10" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games can connect to a variety of
intelligences (Gardner, 1999), e.g., </span></li>
<ol start="1" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level2 lfo1; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games played with others involve
interpersonal intelligence</span></li>
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level2 lfo1; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games involving drawing connect with
visual/spatial intelligence</span></li>
<li class="MsoNormal" style="color: black; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level2 lfo1; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Games often have a hands-on element, such
as cards, spinners, or pieces, which connect with bodily/kinesthetic
intelligence</span></li>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Teaching is all about
acting. Whatever situation we face on the day, we should keep on with our
spirit to teach. Keep passion on teaching and for sure we will enjoying it too
and forget our problems </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-font-family: "Century Gothic"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-char-type: symbol; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-font-family: "Century Gothic"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">(^-^)</span></span>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-7070606932126402072012-02-16T08:58:00.000-08:002012-03-07T09:05:01.898-08:00Tongue Twisters<br />
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">This week, we have
been assigned for the tongue twister. It is a good method for us to improve our
diction and enunciation and greater ability to properly form vowels in order to
produce clearer tone. Our group’s tongue twisters are:</span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<b><span style="color: #00b0f0; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">While
we were walking, we were watching washer wash Washington’s windows with warm
washing water</span></b><span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">and..</span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<b><span style="color: #00b0f0; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">Excited
executioner exercising his excising power excessively</span></b><span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; mso-outline-level: 6; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">also..</span></div>
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<br /></div>
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<b><span style="color: #00b0f0; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">Luke
Luck likes lakes.<br />
Luke's duck likes lakes.<br />
Luke Luck licks lakes.<br />
Luck's duck licks lakes.<br />
Duck takes licks in lakes Luke Luck likes.<br />
Luke Luck takes licks in lakes duck likes.</span></b><span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">This tongue twister
not only can be read, but in a creative way, we can sing it instead. By
making improvisation, it can be the difference and attraction in our teaching.</span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;"><a href="http://www.helium.com/items/244542-the-use-of-tongue-twisters-as-vocal-warm-up-exercises">http://www.helium.com/items/244542-the-use-of-tongue-twisters-as-vocal-warm-up-exercises</a></span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;">
</span></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 150%;"><a href="http://www.articlesbase.com/languages-articles/tongue-twisters-its-purpose-3069817.html">http://www.articlesbase.com/languages-articles/tongue-twisters-its-purpose-3069817.html</a>
</span></div>
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<br /></div>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-89012200519891611872012-02-14T08:20:00.000-08:002012-03-07T08:28:29.036-08:00Tree Diagram's Analysis<!--[if !mso]>
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And the grammar of a language is part of native speaker’s linguistic knowledge.
Everyone who can speak knows how to <span style="mso-bidi-font-weight: bold;">use</span>
the rules and it is <span style="mso-bidi-font-weight: bold;">amazing</span> that
children can do it so fast. But nobody can really <span style="mso-bidi-font-weight: bold;">state</span> exactly what the rules are. Therefore by understanding
syntax (and morphology) can help researchers to understand how young children
learn their native language. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">Despite
that simplicity, tree diagrams can represent phrase structure accurately. Although
it may come to the ambiguity, we should see the context of the sentence before
we can analyze it. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">At
first, we must understand and know how to differentiate the syntactic
categories such as below:</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<img alt="" height="200" src="data:image/png;base64,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" 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" 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p5xHo+Hq0V+/vlnAJg5cybz6zdv3uRwOGZmZrGxsUQL/cjl8oiIiDsMcNCipJ/r168DgJWVleZf++LFC1NTU0tLSy8vL6FQaG5uznzBS+mqy2QynFrBBK2UkydP4kqWrKwsbBuZAbrLly9rqR9S1u1UkvHff/99+fLloqIihUKBkyRubm700+fPn3O5XA36IWVhPeY8tRKrVq0ClaDz/PnzUT8YThwzZgwALFmyRKlueCwUs5b6oZJW6uYxycnJOX36NF3On5mZuWHDBgAQCATMNf5fGpWgH1LWhcOWnc7/4EWqWbMmM6b8yy+/AECDBg1wou2j+ikPJf3ExcVhs6a6RosJhtTd3NyKioowNs28d1WjrjiDhCMuJCsrq02bNtbW1gcOHMjNzcUxHp10IoTs3r1be/2sXr0aADp37kwDtTKZbODAgbVr18agHMZgmM+gc+fO4f5pJTGYVqdOHRqMxlarX79+zPA0E+xpW1tbJyYm4pbMzMwOHTqgfnCKBs+Vra0ts/XGsW7z5s3xXVct9UMImTJlCgDMmjVLbX1KS0snT55co0aN+fPn0423bt3CndOZgC+QytHPhQsXaKeI6uf+/fsYwxk9ejSq5fLlyxg+ostbKks/Mpls5MiRANC3b1+cfZLL5efOndu3b19cXBxOQKWnp9va2urr6+PU/qFDh/D+oLMrqlf9zJkzHA5HJBLhshQ8Jxg+Dg4OVigUOM0/dOjQnJwcQsjNmzdtbW2118+9e/dMTEz4fP7WrVuxkkePHkVNYqM3YcIEAOjQoQM+gx4/foyrRZmVxIUX1atXT09Px51ERUVZWloKhUJvb2+UUFpa2p49e0JCQrAvFBMTU7NmTQ6Hs2zZMiywcuVK7C/R+dOrV6/i4p2ffvqppKSEEBIcHIwXlEbGtdfPX3/9xeFwjI2N6ZmMjY3dtm3bjRs3CgoKFAoFjmBNTEzoxBc+BZo1a8acfvjSqBz9ZGdn06WKVD9yuRw7EgDQsGFDe3t7jO02bNiQLgeuLP0QQoKDg/X19QGgbt269vb2dnZ25ubmYrG4f//+ONm3a9cuDofTq1cvfHbm5eVhh9PPzw/3oHrVpVIphnpNTU3t7e3t7e1xxN+5c2d8IixevBj7GA0aNLCzs8MfiAILCQnBnWjQj0wmwye6oaEh7h+Dk/b29iiYPXv24Cm1sbGxs7PDWAXun065hIWFCQQCLpdbv359HO7L5XKc1xaJRHZ2dvb29ra2toaGhubm5ihLuVw+aNAgADAwMLCzs2vUqJG1tTUqk+oH2wQA4HK5uBOMuzRr1ow+cbTXj+qZtLa2NjAwqFmzJsap7969i2GPGjVqYAG8zTw9PTXcBlWOLvrBqOvGjRuZ2/FJieDYhhCSk5NDF18jIpGIGdfHThRz/lShUOCaIM3zpxgGqFGjBtVPcXHx4sWL6dwoZf/+/TKZLDU1FVsGuhqFEHLkyBG8WbGLQlcN79+/n5a5f/8+LqihmJubYwtGCImJicFlXZQ1a9Zgo3T48GEsg1PvrVq1UvtDXr161a5dO+YeBALByZMn6dmmDyZk/vz548aNA8agKzk5mYYoV65ciRtfvnyptFsAaNKkCX1yYdSHfjRnzhx83hsaGtL1o+/evcP1VpRq1arR9oEQ8vjxY9xOWxVE7Zm8ceOG0rkCgP79+2OTKJfLN27ciKqjdO/eHQdaXywV1k9GRkb16tWFQqHSko3z588bGxsLhUJDQ0PsQSFv3rzZv39/w4YNhULhzz//fOfOHeZynjFjxgiFwh9++IFuUSgUjo6OQqFw7ty5Gurt6ekpFArr16/PXOIhlUrPnDnj4uIiFArt7e3Xrl1769YtbG1OnTolFAp79OjBfLtGKpV26dJFKBSipOPi4gwNDYVCoVLQNiIiYsmSJWZmZkKhcPny5Uqz4w8ePJg8ebJQKOzTp09wcHBRUdGkSZOEQuG6deuwwNixY4VCYdeuXcv7Lc+fP1+7dq21tbVQKJw1a9aNGzeYmXRiYmLmzZsnFArbtm17/Pjx/Pz81atXC4XCX375BQvI5fK///7bysqqfv36dFEcIeTVq1c+Pj62trZCoXDw4MEHDx6kS2OQ8PBwZ2dnoVDo5eWVl5eHIzdjY2O6RI0QEh8f7+vri3WbO3euUsT/6dOnQqFQKBRSwSPlncnIyMjly5fjmZw0aVJgYCBz6VNRUdGZM2cGDx4sFAqdnJx27NihlODpC6TC+pHL5W/evElOTlZawyKTyXB7cnKy0rBVLpenpqYmJydLpVKlvWVmZiYnJyu9SvXu3bvk5GTNUcvc3Nzk5OSUlBSmGpHs7Ozk5OTU1FSmVPLy8pKSklTXxWRmZtL1OKWlpVh/7JsxKSwsxF+n9h3pvLy85ORkuvOsrKzk5GQcEZX3G5UoLi5OSUlRe2hCSEFBQXJyMh0GvH//Pjk5WWlhf0pKyrt375TevSstLcWTmZOTwzxRcrkc/8TTiN/y8fEBgL59+ypdPplMhnVTTXVEz5jSRxrOZFFRkdr7h5KTk4Onq7zgxxcFmz/xeyQmJua3335TmnjBNVD0/UIWbWD18z2SkJBQv359ExMTPz+/jIyMjIyMW7duNWvWDFTW+7JohtXP9wid0ORyucbGxiYmJhgTsrS0/OYzTlUurH6+U8LDw3HhPA12mZqaMt/NZtEGVj/fLzExMbt37+7UqVPdunXHjh0bGhqK86Qs2sPq53untLS0pKRENSkXizaw+mFh0R1WPywsusPqh4VFd1j9sLDoDqsfFhbdYfXDwqI7rH5YWHSH1Q8Li+6w+mFh0R1WPywsusPqh4VFd1j9sLDoDqsfFhbdqRr9/Pnnn1s+xMfHJzw8XLNno2bKe5/+f0BYWNiWLVt+//33qlrF/OzZs82bN2PasMuXL29R4eLFi5oTMGhGKpVivgS5XH78+HENCY2/N6pGP0qutzS70sSJE3U7YmRkpJIFzf+SqVOnAoCJiUlVpbyYNWsWAKArJma3UqJu3bqjR49WMiPRktTU1E2bNmFKILlc3qtXLw6Hw3Q4/p6pGv1Qu2lVbGxs/v333wrtLSsrq3fv3i4uLp+jqtpQtfrJysqqU6dOs2bNMJUXph1Xi1gsrugFLS4unjlzpoODA03fg7l/0b6S5YvTDwAMGjRIbRqn8sAE6kpuav9LLl68uGbNmh07dlRJ/83Pzw8Afv31V/xTg34AwNHRkekG+VH27t0rEAgaN25Mt7x+/drAwMDBwYEm6PqeqUr9ODg4bChj7dq1c+fOxUyfenp6FfIeQ5cRJTeO7wdM/E0zJ6J+LC0t6bldv3794sWLaR5TzXZdSmCC5RYtWtAtJSUlaNGDVijfOVWpnxEjRihtP3v2LKZ4psk1tQFzzKKv1vdGYmJi7dq1q1evTnOLon4cHByUSt67dw/9epWSsGrmp59+AoDWrVszN2KmOJor+HvmU/VTUEDc3cmHqTA/Dupn0KBBqh9hZ6xRo0bMXKElJSXnz593d3ffvn07M7tsdnb2nDlzaFp6d3d3mrWdEFJYWHjmzBl3d3c/Pz+lzKNyuXz58uXu7u5//fVXamrqr7/+GhQURAi5dOmSu7s7Wn9LpdL169cvWbKEjpXfvXu3YcOGOXPmKBmnBgYGuru7L1++HPtv+fn5Hh4e7u7uaLxx7949d3d3X19ftR2eyMjIpUuXLl68mFrYU86ePevu7u7p6ZmXl7d3795NmzZRuxFmGQDo0KEDTf2B+rGzs1M9lr+/P5fLNTU1jYqKYm6/devWvHnzVq9erfS7Vq1ahVaqFhYWeBpx+8mTJwGgV69ebNaET9XPxo0EgFTUY0+Dfm7duiUUCrlcLo0iFBYWzpw5E+1vMc30hQsX8KPExESl/j21+8vJyZkyZQr65xgbGzs7O9Ok74QQmUyGTgfjxo3D4FW3bt0IIStXrgQAkUh079499A8HgN69eycnJ0dHR/fp0wfz03ft2pV5C6INFo0fZGZm4hdXr14dEhKCHlhisdjFxeXly5fMH+vv70/9SNq1a4eelhR04DE1Nd21axfmer927ZrS6dq0aRN8aLClQT/JycmYwR0fFsj69evRzhF/1++//04/UjJd7dWrF25/+PChQCCws7PLrOiD85vjk/Tz9CkxMyMAxNCQ3L1bgaNq0E9aWhq2J1euXMEt1JGK0qRJE8wsrqofbDoIIdSHlNKhQwfadslkMrRjaNu2LbrcLFq0iBCybt06fNyivQdl3LhxSkYSEyZMoHWeN28eANjY2KB+srKy0CfH2dlZybth3rx59FsPHz6kZt2ISCRitp+//vorAFSvXr1Vq1YoCdU5HGdnZyhzI0U06Ecul3fq1AkYli0XLlxgWvbib7937x5+WrNmTeZHffr0we0ZGRmNGzfW19dHF8fvmU/Sz4ABBOD//3XoQBimAR9Bg35KS0vRvwQn6WJiYtCcY9q0aQEBAb///nvLli0BYMWKFYSQgoKCP//8E5XQsWPHgIAAbBYiIiLwDp4zZ05AQMDevXvRf3Pbtm14FKofPp8/c+bMgIAANO3w8vICAB6PV79+/b179wYEBGBVORyOvr7+hg0bAgICcLxer149ejeXpx8ulztw4MCAgIADBw5gK9S6dWtMtV5QUIC+Jt26dTt06FBAQAAaAXXq1AndikiZfng8Xvv27QMCAuhtTSksLMT+FVN1GvRDCEFHSrR2zMjIwKHj4MGDAwICjh07hmocNWoU/pDg4GD8+XXr1g0ICKBqkclkvXr1AoZHy3eL7vo5duy/4sF/H9qEakKDfggh6J+FLQneQ7169aIDmHPnzonFYktLS+oMoxo/QJfIYcOG0UUJAQEBfD6/Xr16aOtA9ePg4MB8qKN+gGF7vH37dtwydepU3IJme2KxmKa6LU8/9vb2tMOGLnG1atXCMcbVq1cFAkHt2rXvljXcycnJLVu25HK51C0cfzufzy9vvj8pKQk7qHcZrb9m/bi4uECZ8+nx48fxDFC/pujoaFtbWwMDA2qDqTZ+QAgZPnw4AGzatEntUb4fdNTP27dEIlHWj7k5efFCq6Nq0I+S/xw+EZmzdSUlJdiYUCMnjMy6urrin0VFRWjleezYMfqt7OxsjOxFRkYShn7otxDUj0gkevr0KW45c+YM6ufs2bO4hZquUV/78vTDjCJevXoVGxOs9pYtWwBgwIABzKPjgIf6/qJ+TE1Ny7PBefnyJfYAmbY8mvUzcOBAAEAzIgzVKIU6MWBNO4Roi9a8eXOl/eDgkA3B6aifn35SFg/+GzZMq6Nqox/0z0IlhIaGMsugE+DRo0fxTyX9pKWlOTg4AICS0RUuGsKZJaqfiRMnMsugfszMzOjIGANcABAeHo5bXrx4gVtoBcrTD9PL4Pbt2/gtDH6gf57SvYuiosEA1I+5uTnTgJnJyZMn9fT0+Hw+MyyhjX569OhBCJk4cSKo+AhiNIXWvDz9oLVj9+7d1R7l+0EX/YSGEoFAvX44HHLixMePqrn/1qhRIwBYsGBBamqqWCwGgBYtWvRkgEaZq1atwvJK+rl58ya6CbRp04Z+pVevXrgr/LVUPzNmzGAeGvVjbm5OV7L+9ddfeN/T3lpMTAxuoaaF5emH+uwSQu7evYvfunTpEinrc1pZWTF/F/7wHj16YDAa9VOjRo3yZvoxsqKnp8c0ltOm/9ajR4/S0lIMaTZo0IBZB+wQjh8/HsuXpx8MOTZs2FDtUb4fKqyfnBxib69ePPhPIiEftazUoB+pVIqX8K+//qJ3qlqGDx+OX1HSz/nz5zV8a9q0aYShn9mzZzOPTvVDb1mqH+z4kYroh1o4EkLu3LmD38JJIWrTrYqlpSUO9lA/NWvWLG81E67c0dPTY3bwNOsHx/1r1qwpKSlh+p8q4ejoiAveytMPLvlTnaX93qiwflJTCYejST8AHx8FadBPXFwcNi9RUVF0pKGW3r1741eU9BMaGqrhW2PGjCEM/cyaNYt5dA36efToEW6pFP1gH1UtAmx/U7UAACAASURBVIEAXUGpflR9L5G9e/dWSD/5+fkYvTx+/HhJSQnOgKmlTp062ujH3t5ebcW+Hyqsn9JSsnSpJvFMn07UeYR+gAb9nDlzhsvlikSixMTE7OxsXNvm4+NzXwXa6VfST2xsLLZg+/fvV/0WGlBXoX4uXrxIysYew4YNe/DggVINIyIicD8f1U9ISAgAcLlcLfUTHR2Nmrl8+bJCocBY9syZM1XrQBdDlKcfjMspRV++Q3QZ/+TlEScn9eKxsSEabX//H9TP4MGDVT+aNGkSAPTq1UsmkykUit69ewMADemqBacX6bXMy8tDRV29erW8r1S5fnB6V7PZ6Ef18/jxY9QDczEE6kdty7B+/XoAaNSoEc4jz5w5E8pm0spj/PjxavUzduxYYIQKv1t0jL9dvKheP3/8odVRafujYPD27dt169bhagA68v7xxx8BYM6cORr2hmqh668VCgVGmTREV6tQPxhLPHbsGAC0bNlSg834R/Xz9u1bXI/DNF2k7Q/z3GZlZe3fv9/c3BwYsYGNGzcCgLOzswbbLGx/mOuvEYxfb9mypbwvfifoPn+qGsIePlzbJQioH0NDw4YM6tWrh+KRSCRPnjzBkqdPnwYAsVh89OjR0tLS0tLSx48fb9q06cqVK3RuFJ+FLi4uaAVFCDl48CAAWFpanj59Gr8VERGxadOmmzdv4vR/FeoH49eJiYmNGjXi8Xjz58/PyckpLS1NT0/fvXv38ePHcSUE0UI/UqkU+7f//PMP3Yj6EQgEzHNra2trYmKC2//++28sGRkZaWFhgesqCgsLS0tLk5KSfHx8/vrrLxq+X716NbZm79+/p28HKhQKnJc7ePCgVtf720V3/WRkECur/4rHxITExWl7VM3vz3l5edG3HfPy8rp164YSsrGxsbGxqVGjhkAgsLCwoHXz9vYGAJFI1KRJE4ySpaWl4UDZxMQEv2VpaSkQCGrVqnXz5k3yBeiHELJs2TIA4PF41tbWNjY2VlZWIpHIyMjI09MTC3xUPwqFApef/sFo9zW/Pzdp0iQqA7lcjtM4+vr6devWtbGxkUgk+vr6pqam9GV4fH7x+Xxra2s6gyyVSjH+XqHXtL5JPmn926FD/9XP1q0VOGq7du1ULy2uMRs9ejS+h0y5efMmroijcLncESNG0PYnODiYz+fjRxjdIoRcuHBBafkjj8dzc3PDWLBMJsMYg9L8z6pVqwDAyMiI6gdvIGDM8T979gy30PnT2bNnA4CVlRXVD841rVmzhu6Zzp/Sx39qaurAgQO5XC6zkra2tnTpw+LFi1HM5emHlIlw2bJldIubm5ta5QgEgvbt29PGDYmNjcUZauZVaNOmzdu3b7HAkydPjI2N8aM9e/bQb1WrVs3a2prNgvBJ+pHJyKBBBIB06UIq5Dzbt29f4w+pVq3atGnTgoOD1Y4HoqOjV69eXb16dWNj4+nTp4eEhDCnFIuLi3fs2GFsbOzi4hITE4MbFQpFRETEkiVLTE1Nzc3N586dGxoaSm9EmUzm5ORkbGzs8eGrF5s2bTI2Nq5Xrx6dPw0JCcEa0jH6ixcvcMvJkydxy5IlS4yNjZs2bYr6yc7Orlu3rrGxMfNNz/v37+O3qMIJIe/evTt48GDLli3xDYuDBw9ieBBZvXq1sbFxw4YNNbzNjvLu27cv3TJnzhxjFUaOHHn8+HGqCibx8fE7d+5s1KiRsbHxqFGj/vzzT+YL3jKZLCgoqEaNGm3atKEvgOAKwJ49e9JuwnfLp77/8/QpMTcnt25V7KjZ2dnpKuDIpDxKSkoyMjLKKyaTydLT0/Py8pTe6CouLsadK7VphJDMzEz8CnNjfn5+enp6RkYGvTPoHmi3B4+Vnp5eVBanl0ql6enpdMygUCiwqsz7Hkc46enpSu9+KhQKPBt5eXlKtyPdrYbbNCoqis/nOzo60lXbeXl5qudWQwuGvygrK0tDsYyMjJycHFnZ6BbXPTBfOvpuqYT3tz98s5Plf0ppaWn37t2FQqHq66ufD5z8oQO57xk2/+hXDy6jZr5C91nJz8+vV6+eSCSqUB6fbxVWP189jx8/FggE48aN+9+MRm7dugUqccvvFlY/3wL9+/cHgPJeE6pEFArF9OnTAQCnAVhY/XwLBAQENGzY8FZFwzgVRyaT/fjjj7169dKwZOG7gtXPNwKu0/nfHOh/cJSvBVY/LCy6w+qHhUV3WP2wsOgOqx8WFt1h9cPCojusflhYdIfVDwuL7rD6YWHRHVY/LCy6w+qHhUV3WP2wsOgOqx8WFt1h9cPCojtVo58jR46s+5ANGzaEhYVpSCbIopnc3NyNGzeuW7eO6QWkFrlcvn379hMnThBCMjIy1qng6+v7+PHjz1HJhw8frlu37lvK2lM1+kErHiXs7e1dXV1pkjGWChEfH4+ncevHMolFR0cDwLhx4wghUVFRapNddenSZcaMGap2359IYGAgADDTEn3tVI1+NORPtLa2ZmajZdGSxMREfX19bRIhLF++HMrs9B4/flzehQCAsWPHKuUn+kTS09OtrKxat26tmg7pK+WL0w8ADBgwQHO+JRZVtNRPRkaGtbV19erV0SJFs34AYN++fZVbz/Hjx3O53G+ml1GV+nF0dPQpY/PmzYsWLUI3aT6f/9dff32O437DaKmf69evQ1nmfsLQz+TJk+m18Pb2njx5Mnr4NW7cmOa1qxT27NkDZeac3wBVqZ8RI0Yobf/7778xre7PP//8OY77DZOQkKCNftDe9LfffsM/qX6UHGazs7MxezBUdp63R48eicXihg0b0gyvXzWfqp/8fPLTT4ThAK8VGvyz8LLVr1+f+dgrLi4+e/asm5vbb7/9pjYJbXp6+ubNm3/66ad///2XEPL777+7ublR/5KMjIxp06a5ubnduXMnKipq3rx5Fy9epJlKpVLpn3/+6ebmtnv3brXP2pKSknPnzrm5uW3cuPFNOd6USUlJM2fOdHNzo2nm5XL51q1b3dzcjhw5QoudP38eK8ZMTRoeHj5t2rRffvlFyfCYEBIdHe3m5ubm5paQkBASEuLh4cEMr0VHR8+cOXPNmjX5+fkZGRkCgUCzfoqKilq0aAFlHkSEoR+ai5iSkZHRrFkzUDGPefPmDf6us2fP0pysTCIiItzd3b28vAoLC2UyGZ4WmvU7Ly/P2toaPvRc+Xr5VP2sXUsAyLx5FTuqBv3cuXNHKBRyuVxUAiGkoKBg2rRpaHQjEAh++OEHpbT/ycnJY8aMwadvq1atrly5MmbMGACoV68eFoiLi8O7ZPHixZjqaerUqdiBycjIcHV1rVWrFgAYGRn17t37+vXrzJ0XFhbOmDEDE9jr6el17979zJkzqtVOSEhAKys/Pz+6hXaB6H2Gj/8OHTpgFt+SkpLZs2c3adIEq9e8efN58+bJGCYw1P1h8+bNDRo0AIDt27fjR4GBgWi+wOFwxo0bFx4ejg4lGvSTkJBQs2ZNExOTV69e4RYN+iFlBhB9+vShz5p79+51794df1fdunXHjBmj9Dg7d+4cOl9wOJwJEyZERETweDz40KWrT58+wHCv+Kr5JP1ERRFTUwJADAwqlgJbg37S0tKqV68OAFeuXMEt27ZtUxrU2tvbx5WZpSgUCvR4orRp0wbdNahrWnx8vJ6eHgB06dIFyxw+fBg/Qv8CJh07dkxjtKeY65lJw4YNmX7xiEwm69ixI5TFhQnDcMHMzAwH60VFRc2bNweGbT0awinh7+9Pd4teyFwuF2tuaGh49+5dQsj9+/fxgUIZMmQI+gFr0A96Y3bs2JHmENesnyNHjqDasbXMyclB+2EmzJHMkydP0NObMnz4cHSz3bBhAy3m6ekJZUbOXzufpJ++ff/rX9KmDVHXmKtHg35KS0vxYY/eTE+ePEE5zZw5Mygo6OjRo23btgWAX3/9Fcs/efIEW57hw4cHBQUdPny4cePGaGeiqh+RSOTt7X327Fm8IW7fvm1iYsLlchcvXhwUFHTgwIHGjRsD4xkfExMjkUgAYPr06UFBQQEBAajMhQsXqtYcXYBatmyJT+tz587hPWRiYoJ2YG/fvjU0NASA/fv3E0JevnyJNkHdunULCgo6ceIENpu1a9emmRCpl7iVldXBgwf/+ecfbDbRMcXU1NTb2zsoKGjFihWmpqZohaJBPz4+PgAwcuRIukWzfvDoNjY2ycnJhJAdO3ZgTXbs2BEUFLRu3TqRSEQlTQjZsGEDAIjF4jVr1gQFBS1dutTQ0BDbH6Z+0Da8V69e5dXzK0J3/Rw8qOw/p/20mAb9kDJvanQWWbJkCQD07duXGpZcuHDByMjI3NwchyJoQmhraxsbG4sFDh8+jB0MVf3079+fmb4M3aPGjh1Ln8cBAQFcLtfW1hZHt/ik7NmzZ1ZZkvxLly6ZmpqamZmpJvv8888/AaBRo0Y4iPL398dbU09PDz1LHj58yOfzhUIhjnMWLFgAADVr1qSGP4mJiTVq1ACARYsW4RaqnwULFtADvX//HnVOk+iWlJSgCZ9m/eDJZD74Nevn0qVLWP9Hjx6VlJQ0atQIAHx8fPBTuVyOMp4wYQIhpKioCK2EpkyZgl3QoqIiWiumfk6dOgUAbdq0+QZmKXTUT3IyqVFDWT/VqpFnz7Q6qgb9KBQK1I+7uzshBH0Cd+3aRQuUlpY6ODgAAA5U0CCVGa/Lz8/HgYGqfqitKiGksLAQjVOZ5sSZmZnY3D179owQMmjQIOYdQwiRy+U4qr506ZJSzW/cuIFtAi5+GTlyJO3GrF69mhASFBQEAObm5mjf27VrV9WmDJPBd+vWDW9Bqp/g4GBa5tmzZ2KxmMfjhYeH040hISEcDkezfvB2xxOLaNbPxYsX8dMHDx4kJCRwOBwjIyPmogQUmJOTk0KhSE5OtrS0BEZwghASGhqKfQGmfrBlbtq0aeVGxqsEHfUzcaJ6/2AXF62Oqo1+sGON/SWlauCdh6aFOBhlXh5CyLBhw9TqZ+PGjbRMSkoKHohGzBB8yqKjKNZTaTIKxwDYB2Py5s0ba2trDoeDATeMdOEjefLkyYSQ+fPnA0CPHj3kcnlWVhaGDZSiEeiHRe8tqh9mEPmff/7hcrkGBgbMYOCTJ0/wTi1PP8XFxah8pmWYlvr5999/0X+ydu3azAIvXrzADl5ubu6jR48w8PP8+XNaIC4uDruszAsUFhYGAIaGhv+DhMOfG130ExxM+Hz1+uFwSJmpoSa06b/95z//SUlJQUdhBweHjmV06tQJA00bNmyQSqUWFhYAgL+BouS6TvVDHQgJIWFhYRjwbd68OXPn2Pc7dOhQSkoKXvvGjRszC2CcjQ7AKHK5fMiQIVix4uJiOzs7Pp+P4fjhw4cTQkaNGgUAaG968+ZNHLZRUzfk2rVrACAUCvHeovph3mpbtmwBADMzM+Zy2/j4eM3zP4WFhdi0Mk3ntem/YWu8detWANDX1+/IAENtxsbGr1+//uOPPwBAJBIxVZ2enk4vFt2IDg6qj8WvkQrrJzub1K+vXjz4r3p1kpz8kaNq0E9eXh5OoQYHB1OnXrWMGzfu/fv3KAxmB4+UdepU9cNcjULH92pZtGhRQkKChgIDBw5UrfycOXMAYO7cua9evapWrVqLFi3CwsJMTEzat2+fmprao0cPKAtwowWikjAIITdv3sTt2D+k+rl//z4ts3LlSgCwsLBgTkEmJSV9VD+1a9cGgCVLltCNmvWDAxV7e/uioqKFCxdqOBvXrl07dOgQAIjFYqbFamZmpqp+wsPD8VvMnt5XSoX1k5ZWbuND/6lEd5XRoB/0pgWAqKiop0+farhmQ4cOzcvLEwqFALBz507mTjCiraofOjlDCPn777817HzWrFnJyckaCvTs2VO18mvWrAEAJyenHTt24LTM+/fvW7RoIRQK/f390YgXRzK0a1SefrADSfVz7949paMwTcKJFut3CgsLMZaovX527twJAF27diWELFq0SMPZuHjx4rFjxwDA0NCQ6auVkZHB6ucDZDKyapUm8cyeTT50+FSDBv0EBQVh5z4pKSknJwdDBbt27XqsQmJiYkFBAYYK6IIUBHtKmvXz8uVLfB7/8ccfqjtPSUnJzs7G9yx8fHxUC6g12wkPDxeLxaamphMnToSymfuePXsCAHoe2tnZ4YRjYmIizocqrY5BVderVw/3r1Y/f//9N5fLFYvFzDv1+fPn+BvL049CoejWrRsALF68mG7UrB/sBg8bNowQcuLECQCoUaNGZGSk6tmQSqX//PMPn8/n8/l0cpYQkpSUhLNSqvqpUaMGNXv+etFl/FNQQFq2VC+eBg1ImY+tJlA/gwcPVv0Ir1nfvn1lMplCoejduzcA4MteqigUitGjRyvdE3K5HIf4mvXz/v17nM1UWnBAkclkuFjhqDZDOkIIIenp6XXq1MGbG8rCfcOHDwcAvI3opEdhYSHOtyr1PPGR36lTJzQnVqufp0+fisViPp/PfMvt2rVrH53/+fnnnwFg5syZdAvVz6lTp5QKP3/+HMdLWMN79+5xOBwLC4vybJ6fPn2KHQdmVe/fv4+tIlM/+IxwcHBIq+i6ry8PHeNvV6+q109QkFZHRf0MHDiwmEFCQsLKlSuxP0ZP96RJk5QuOfnQguY///kPAHTu3Jm+UvLgwQOcRdGsH4VCgfJYtWpVeTvHRkNpMasGAxy5XE5fDRSJRDiG2b59O+3njBkzhu4Eg4Rt2rShjtwlJSUYUqdTnGr1k5qaii0nU3s4VaVZPytWrADG6gfC0M/x48fphZBKpffu3cMnl6GhIar0zZs31apV43K55S0nzc7OxsAPM8i5du1a3D9TP2fPngWADh06aHZc/yrQff50xgxl8bi6kg/d48sF9SMSiawZSCQSfFbVqVOHtuzBwcEcDsfAwGD//v35+fn5+fmPHj3y8vK6cOECjp4vXryI3YZdu3bl5+e/e/du6NChOBOiWT+EkP379wOAhYVFUFAQ7jw8PNzLyyssLAyn9s6fP8/j8UQikZ+fHxaIjIz08vI6f/48c+zBBCdwsH+CU7pXrlzBlgEA9u7dyzz1WM+FCxfm5+e/f/+eKi2o7DmkVj9yuRwfK02aNHnw4EF+fn5oaCg+MjTrB2NodIURYejHwsKCXog6dergTA4AjB8/HpdTyOVyfJq0b9/+0aNH+fn5Uqn0xIkTmzdvjoqKksvlCoXC3d0dG5b79+/n5+dfvnwZQ0FK+sFIQ+/evbW4U750dNdPdjapW/e/4jEzI9q/7avh/TkOh8N8gEmlUhw/CIVCiUQikUjwKVitWjWsW35+Pj7yDQwMJBKJubm5k5MTzr18VD+pqamtWrXCpyzuHJfz1KpV686dO4SQwsLCvn37AoC+vj7z6KampswJTSaoSQCoV68expejo6NxDQuPx8PdIiUlJRjv5nK5EomkVq1aGE8fNmwYXW+qVj+EkPDwcAzcm5ub16xZUywWOzg4YNOtQT9Hjx4FgD59+tD9a35/rnbt2szJsbCwMAyBVKtWDStsYGDA4/G6du2qNFuFtTIyMurRoweG+5n6wSUjo0aNKvf++Hr4pPVvx48TDuf/9fNhN/4j4Bo2JXg8nqGh4YQJE4o/jD/cuXPHzs4OH9WIvr7+uHHjaOv/xx9/4EQN3ouHDx+eNm0aADg5OWGB169f46fM+R8kNDTUysqKWQ2hUDh79mwcfhBC7t+/7+DgoHT00aNHM19AUNohFmvSpAn29N68eYN3tkgkSkhIYBaOi4tr2rQpqgsr7+TkxIxMhISE4EdM4RFCFArFypUrUW8AUKtWLX9/f5wr21X+lXj+/LmFhYWVlRUNPGAuBFUEAoGRkZHSEmm5XL5x40Y8CsLhcEQi0dGjR7GNKi0tHTt2LD6qAKBhw4bXrl3Dte3r1q2j+xk3bhx8uEz26+WT9KNQkOHDCQDp0YMwFt1/nIEDB1p8SI0aNWbNmhUaGqr2hfvnz59v2LDBysrKwsJizpw5ly5dUlo6deXKlc6dO1tZWQUFBcnlclzY1qZNG/w0MTGxVq1aFhYWdNk1k+joaE9PTwsLC4lEsnjx4mvXrlHxIC9fvty0aZO1tbWFhYWGSiIpKSnt2rWzsLCgYWK5XD5u3DgLC4sxY8bIVE5TQkLCrl278HG+detWpdw0//zzD54f1aw6xcXFfn5+EomkT58+t2/fTk5Oxhriulu1FBUVtWzZksPhUDU+e/bMQoXmzZtv3rw5MjJSdaRXWloaFhb2448/WlhYtGjRwsfHBztvtIBUKt22bZuFhYWLi0tsbGxubi4GFWiAtLi42N7eHgBUX3b6GvnU939evCC1apEPOxcfRyqV5qpQrDHsLZPJ3r9/n5ubq+T8XFRUhDdlQUHB+7LYH87/0IUqcrlc8yFKS0uxQHm20vTomivJ/HXMkoWFhbm5ueUlzaDVk6sMH2nFVIVHCFEoFLm5ubQd1uY0YtCCNiz00Ezy8vLUHo5SVFSUm5srlUqVKsysCf4/OztbJBIJBIJr167hR/Hx8ebm5mKxOCMjQ8MhvhYq4f3tql1Ee+nSpfXr10dGRtItCoUCV50qTQqxEEJOnjwJH67mrkR8fHyOHz/OnJXCVXlGRkb4Bgcp69/igsBvgK8+/+j169f19PQEAsFff/0VFxcXFxd36NAhMzMzDoej9kXR75zY2FihUOjo6KhNQ1pRFixYwOFwunTpEhsbGxcX9+zZs19++QUAGjVqRF8AWbp0KXyGtD5VxVevn7S0NPr+Mway8f+dOnX6BpbHfw4mTpyor69PX4+vRHDxOMYV+Hw+jYvQ4EFJSQkOU/ENjm+Ar14/hJCTJ0/WrVuXxoX09PSsra0rN2vMtwRO/zNXwVUWCoVi6tSpNWvWpOFKU1PT/v3708YHV/fR1/6+Ab4F/RBCnj59un379o4dOzZr1mz58uVRUVFVXaMvl7y8vG7dus2fP/9z7LywsPDq1avz5s1r1qxZt27djhw5grkfkDNnzjg5OTFf+/va+Ub0w8JSJbD6YWHRHVY/LCy6w+qHhUV3WP2wsOgOqx8WFt1h9cPCojusflhYdIfVDwuL7rD6YWHRHVY/LCy6w+qHhUV3WP2wsOgOqx8WFt2pev28evVq48aNnp6evr6+n++1qhs3bnh6enp5edG8OS9evPD09PT09Ez+MN3906dPvby8duzY8fr1a0JITEwMFlPrW/zptVq6dKlSzhBCSFJSko+Pj6en5/bt28tzLP50Hj586OnpuWLFCnw/Jzk5eenSpTRRAYs2VKV+pFLpihUrqKWmnp7e4MGDP9ObvehZAAA0Zyy15mVmcA8JCUFzIQDYvHkzISQwMBD/ZDogVBYDBgwAABQqUlxcvGHDBkyMigwYMMDHx0dD0lOdodauaOcaHx8PAH369Kn0A33DVJl+iouLp06dqpp5zNTUVMkMq1LAnH0mJiY07Yta/WD2bQRNFD+ffmJjY42MjAYOHMjUxvz58+lrzxQDAwOmaU9lgake+Xw+NWMeMmSIoaEh0wCLRTNVpp89e/aoigcRCoXl5XTXGVX9JCQk7Ny5c+fOnbTTmJ6ejtbF/fv337lzZ0REhEKheP36NRZjvkdZKWDG6t27d9Mt6KCqFi6XW17GU51R1Q86+6p1R2ZRS9XoJzY2FtNSAsCECRN27tzp5+e3devWfv364cZOnTpVrrmsqn5UefnyJR5d1Zux0pHL5Z06deLxeDQx75s3b6j5+8iRI7dv3+7n57dt2zbM2AYAjo6OlZsRRVU/Dx8+1NPTa9GixefIzvNNUjX6wQziAODq6so0sYiNjaW2u5Wbn1Ib/WRmZmLfSdXMo9K5f/++iYlJkyZNqIccuhIAgLOzMzNmkJSUhNniocxUq7JQ1U9BQUGLFi2MjIyU0gWzlMen6icvj4wdSxiOfVoxdOhQALCxsUlUyTn/9OlTtMpZsWIFIaSkpMTd3d3V1RXdgpGkpCRXV1dXV1fmZZbJZMHBwbjdx8dHKVymqp/IyEgsjH5Pt27dcnFxwcQx7du3d3V1RQ+IBw8eYDElw6ysrCw/Pz9XV1dfX1+aXwaRSqVTp051dXU9f/58TEzM9OnTT506pfRE9/X1hTJrKmTKlCkAUKNGDZpqkPl70RCB+rh4eHi4uroyYy0ZGRk//vijq6vr5cuX6UaFQnHp0qVx48a5urp6e3srZd9W1Q8hZMyYMaAuUTiLWj5VPytWEADCcET/OFKpFI1iVq5cqbaAq6srAAwZMoQQUlRUhImp0MsN+ffff/F5fOzYMdySlZU1YsSIunXr4naxWNy5c2emxbyqfujzHuMHtEmkXLlyhZQl7IQP4wfx8fH9+/fHzM4mJibdu3e/e/cu/TQzMxO/MmPGDOx9DR8+XCkj7rx58wBg+fLl+GdxcTEa6c2ePVvtOcFEhF27dsVgAzoxjh07llklPKiPjw9uKSgomDBhArrcAYC+vn6HDh1Onz5Nv6JWP6tXr1Y62ywa+CT9REQQY2MCQIRCov20QVxcHF7+q1evqi2AcdXOnTsXFxfLZDJtXG9XrVqlPOIG6NatG53tUdWPkjXIkSNHlL4eFhZGGGE66uShUCjQ34FJr169qBt2VlaWmZkZALRr1w4/VfJEKCoqQit5miE1NTXVzs4OAJj3NxN0t3ZycsL+HtpaTp06lRZQ9T9l+nZRmjdvTltLtfoJDg7GAykl0WdRyyfpp0eP//r/NG/+cdtT5ObNm2hxUV4KzKCgIABo0qQJelR9VD+5ubl4861cufL8+fPnz59Ho0JjY2Maiv2oft6+fbt//340ulqwYMH58+fxPlPVT0hIiFAoNDQ09Pb2Pn/+/KFDh3Dcf+DAASxA9cPj8datW3fhwoX3H5pavnv3ztzcHBiuPlFRUeiTU17g8cqVKwBQp04d7PF+VD+FhYXt27cHgEWLFuE5mT9/PgBwuVw6CpXqYwAAIABJREFUsFSrnwcPHvB4PDMzM2Yaa5by0F0/fn7K/nPr12t1SOwpKV02Jnhni0QiHAl8VD/FxcU+Pj4zZsygBgcxMTEikYjL5dIRwkf1QwhJT0/H+AHTblVVPwMHDgSA2bNn0y4Zhn2bNWuGFaD66datm1pDh6ioKLFYrK+vT6120WYPAFR9SpC7d+8CgEAguHHjBtFCPzKZzM/Pz83NjbaKb9++xVp5e3vjFrX6ef36tYGBgYGBwedI8PvtoaN+4uOJhYWyfoyNSXT0xw+JQ2c9PT2l4SyFWlDhkEOb/ltRURFzEP/+/Xsl23Rt9PPq1SvUD9NCR0k/WVlZOKJgdj4TExMNDAxEIhHGGKh+ysvxeffuXT09PQMDAxo+oaOs8u7a+/fvYwHMS6xN/62kpIQZbFQoFOgURm1d1OonOTkZzYlv376ttiYsTHTUz9ix6v2D+/X7+CH37t2L+lFrAU8Y+nn48CHRTj9MsCeG3mzUwqSy9PPixQt0GmXec6WlpZaWllwuFzPTUv3gCgZVtm7dyuFwzMzM6HwOXeXANGJhQvVz8eJFop1+mKSmpv75558Y2KRnUq1+srOzLS0tORzOli1b1NaEhYku+jl9mvD56vUDQMpGAeVy7tw5AOBwOE+fPlVbAMfKUDYFpKV+MjMz/f39W7RoYWdnh7fv59BPYGAglmnatGnrMlq1aoUjOvSlovpZs2aN2h+4bNkyALC0tKTjops3b+LdX95T/+LFi1iN0NBQorV+cnJyAgICWrdubW9vj36pH9WPVCqtWbMmAPz6669qa8LCpML6ycoi9eqVKx40ElZZT/wB0dHRGPllzt7cunUruqzzt2nTJgBwdHTMysqSy+Xa6CckJMTBwQHdbZlUun4OHDgA5ePp6UkY+llfzogQfeQtLCzo5Gl8fDxaVaM8kAcPHmALTAjx9/cHgHr16mkZPyCEXLt2rXnz5niqmWjWT15eHjawNLbOooEK6yctjQgEmvQDQGJjNR0yLS3N1tYWAI4ePUo3jh492sHB4fnz58XFxRjb7dGjByGktLRUg34CAwMJIS9evEALbgDAmdaQkBDsq1S6fg4fPox/ctSxePFiwtAP0zSXCS4GZ+onLy8PPcPxYiDTp0+3trZGCXXp0gUAWrVqhb6IH9XPmzdvMP4GAMOGDTt8+PDly5dRGFrqB+evWTRTYf3IZGTdOk3iWbCAlGMi+v/I5fLWrVsDQL9+/XA28P379+gj36VLl+3bt+NNPHr0aEJIcXExThYx9fPw4UOmfnbu3InP5tDQUIwi5OXlYfyg0vUTERGBT/RLly69UAHXmH5UPxiBrFatGtWPQqHo3bs3AHTo0AGDeMXFxT179gSAFi1a7NmzBw3G+/Tpg2escePGSvqJjY3FId/evXtJmVW9paXl6dOn8ScrFAps4j6qH+zpqR1bsiihy/insJC0batePPb2pBxf9w/ASW4+n//777/jlt9//x1N3sViMd6vGHouLCzEqBHTsjMsLAzL4EK1Tp06AcCIESNogbdv3+J+Kl0/7969wzXaGsK7H9XPzZs3+Xy+oaEh8805fApwuVxa55MnT+KkELalALBx40b8CC33Jk2aRL8eGRmJ3nuoHwyy9+zZkxbIy8vDgY1m/bx588bIyIjP59+8ebO8H8hC0TH+duMG4XKVxcPhkLNntTrq1atXcbrDwsIiMDAwPz8/OzubrpLE7bGxsYQQhUIxZMgQ+NBx1sfHh6mfli1bAsDIkSNpgdDQULyZKl0/crm8Q4cOAKAUnmIuz/mofmJiYoyMjIRCITMCGRERgXUWi8WHDh3Kz8/PycnBZT6IgYEBnYPCczV48GD69YMHD2Ix1A+2XdgHRm7fvo3PFM36SUxMNDQ0FIvF5UV3WJjoPn86Z46yfiZMIFq+JVlaWkrfVDMyMqpZs6aVlRX2uACAw+GsXbuWFl68eDEANGjQ4NatW7m5uaGhoXSdW1BQECFk4cKFANCoUaP79+/n5uY+fPgQ+4efQz+EkG3btgFA7dq1z549i4bvoaGhK1euvHbtGg5OPqqflJQUCwsLLpdL90kIkclks2fPxmOJxeKaNWvWrl2bjv45HA6zBfb29gYAiURy6dKl3NzcGzduYI+O6mfdunVYyWvXruXm5j558qR79+5YQLN+oqKi+Hy+ubn553hf/dtDd/3k5hJb2/+Kx9KSVOhF/djY2Hr16oE69PX19+zZQxcs05CXiYmJmZmZSCRycnLCRzWOf+gtbmJiYm5ubmBgwOPxsDe4evVq3Ekl6ichIQGH7yKRyMLCwsLCQiQSAUC9evVwwcRH9VNYWIhLfpjRNkLIu3fvqBeyElwu19vbm65JO3PmDH36mJmZGRgYNG3aFH8yxg/CwsJwLZKxsbG5ublYLKbnhK4NVaufy5cvA4CNjQ0+C1g080nr306e/G8vzs+vwsd+8OBBmzZtcGRMn7vm5uZ8Pl8kEs2cORMTA+Tm5nbr1g0nWADAwcHh999/x//jSw3FxcVDhw7F6BPKb9GiRdjzoQv+8Xmsr69PXyMNCQnB8jSMHhsbi1voqIwQcurUKdxIQ8mEkDNnzuBYgjYORkZGXl5epaWlhJDMzExcM07Vq8qMGTMAYOvWrUrbsaEQi8XUgtfQ0NDc3FwgEAiFwilTpuCKvqKiIhcXFwwYoHQPHjyIMsa1qjKZbOLEiSgYABAIBDNmzFi+fDkAuLq6YhBi3759+CldRkTKVp1Onz69wpfzu+ST9KNQkNGjCQDp04fI5bocPiUl5fjx48OHD5dIJJ07dw4MDIyPj8d7CxhjjMTERE9PT4lEMmnSpJSUlFevXkkkEolEQl9pTk9P/+233+rUqdO1a9ezZ8+Wlpb6+/tLJBI3Nze8V3bv3i2RSOzs7OgynytXruBOaMMSHx9vZWUlkUiY699CQ0Ox2OPHj5k1j4qKWrJkiUQiadSokZeX1/379+kQKCcnx8HBQSKRbN++vbwfjvfuhAkTVD9KT08PDAwcO3asRCJp1arVsWPH4uPjsRMLZVNMhJB3796tX79eIpGMGDEiLi4uLS3NxsZGIpEcPnyYVmP37t3169dv27btyZMnS0pKTp06JZFIRo0ahe3YH3/8IZFI6tSpw1xINXnyZCjrBLJ8lE99/+fVK1K3Liln0aO2FBcX5+fn086JVCrt37+/WCxmrjGTyWT5+fl0OWZ+fn5+fj5z1K5QKAoKCuhOSktLmfvEPwsKCmiyDtxhfn6+vEz6uIf8/HxsRsorpvRRQUGB0kd0P2oXjyJhYWF8Pr9bt27MYzEpKSnJz8+nK2JLSkrGjBljZGTEfMFBLpernhPmDrEmdCdYYfqn2nPSs2dPPp+P7z6xfJRKeH/7c7wqn5ycfPz4cbp2+NtDKpU6OTlZWlqWtwhQlbS0tOPHj7+r6Lu+FSEpKalGjRqOjo55eXmf7yjfElWfP/G7xc3NjYZAvhDw5TnmtBKLZlj9VBl3797l8XjlvbBdJWD2OWZCPBbNsPqpMkpKStq2bSsSiSo9s5xuZGZmGhoatmzZkk1epT2sfqqSffv2tWnTBhP9VDnPnz9v27at2teHWMqD1Q8Li+6w+mFh0R1WPywsusPqh4VFd1j9sLDoDqsfFhbdYfXDwqI7rH5YWHSH1Q8Li+6w+mFh0R1WPywsusPqh4VFd1j9sLDoDqsfFhbdYfXDwqI7Va+fs2fPzpo1a9asWZ8v50tmZubcuXNnzZqF/jyEELlcvnLlylmzZjGzPO/evXvWrFkakuZ8Pu7cuTNz5kzVlJ93797Fk7N27drP8VpbSUnJ2rVrN2/eXOl7/k6oev2g2zYANG3alKaGqVxevXqFh6DakMlkmFqamRYYE/O2aNHic9RBMz/++COoy6mNicIxM16SZlsYnSgtLe3YsSOPx3tToeSXLGVUsX7S0tJoFlITExOmI1AlEhcXh4eg7iAymQw9VGbNmkWLYR76Vq1afY46aCA5OdnMzKxr165KuaxKSkrQtgQTIB47duxzHB3tANnXTnWjivVz584dZpZaPx2ymGqBVCoNCAg4evToy5cvcYta/Vy5cuXo0aOXLl36HHXQAPqFMVN+I2/fvkWbbqQ8N9VPJCYmRiAQNG3aVMkknEUbqlg/6BpgZWWFeZ+ZKdI/K2r1U1UMGjQIAP755x+l7WFhYQKBwMjIqE2bNgAwdOhQhZb5+StCcXExGlhERUVV+s6/eapYP6NHj8ZByJo1awCgefPmUqn0sx4R+XL08/z5czMzM2tra9XEiJ6engDQvXt3Pz8/ADA3N8eE4JWOh4cHAHh5eX2OnX/bfKp+srPJgAEfMTwtj8LCQjQtPHjw4O3btzFXOuZHp/j5+Tk7O0+ZMoWZqnfx4sXOzs4rV64khMjl8ilTpjg7O6OxO3Lp0iVnZ+dJkybhiCI1NXXQoEHOzs7056jVj6enp7OzM3owUoqKik6fPj1gwABnZ+dVq1YxU60TQoKDg52dnUeMGPH27dutW7fOnz//yJEjffv2dXNzY3rHP3nyxMXFxdnZmWbfpqBz/Q8//KCaH3jUqFEAsHjx4oSEBPSEQ/Ntyvnz552dnQcNGpSamko37tixw9nZedq0acwftX//flogOjra2dnZ2dmZKhYdLoYOHUpYKsin6mfhQgJApkzR5djXr19H84Vbt25lZ2cbGBhwudydO3cyy0yfPh0AzMzMmGNrNHvs3r07IUShUMydOxcA+vfvjxHeoqKi/v37o/kC3pRaxg86d+4MAK1bt6ZbsrOzXVxc0EASB/HNmzdnhrw3b94MADweb/369ehOtXXrVmtrawBgJu9Gw6/WrVurBhgxwqaaRTExMRE14+fnp1Ao0DFFqbXcsWMHVoxpQDJhwgQAqFWrFv65e/duAGjYsGFaWhpuQZehPn365JdZBYaHh3O5XCcnJ+onyaIln6Sf27eJgQEBIAIBYTz9tWXPnj0A0KhRI0wg2KdPH1XnDLQhsbGxYeoHraAGDhyIfyYkJNjY2Ojr66OdTnBwsEAgsLa2pr2d+Ph4tD+h8Qm1+unXrx82BXTLqlWrQIXmzZvTxNxouigWi9Gxq3Hjxu/evUPDvCNHjtD9LFiwAFsS1ZOAv4XpOIT8888/AGBqaoq+Kb/88gt86CdHCMF+nZ6eHjOJ9s8//wwAdnZ2+GdBQQEaCeOD6fHjx8bGxoaGhtevX6dfefv2rY2NjUAguHv3rmoNWTSgu34UCtKx43/9sxo31sr5lAm2G9S3FF2pu3fvznRu0kY/hJCRI0cCgJubW1FRETYjzN6IbvqRSqXNmzcHgHXr1oWHh4eHhy9atAhboYgywwnUD4fDadWq1bVr1zAT4rhx4+BD86yxY8eCiuUjHqJhw4YAoBr0wz07OTlhkxUQEAAAtra2ycnJtIw2+iFl46iuXbsWFxdj0m1HR0emN0RhYWG7du2gzA+TRXt018+2bcr+jWXONFqRl5fXqFEjYHhIXbhwAT3S0MUN0VI/V69e5fP51tbW3t7efD6fx+Mxa66bfkpLSw8cODB37lwa0khKSjI2NuZwOHTCHu9ypcg7el+3a9cO/0xLSzMxMTExMXnw4IHSSYiPj8fOYYSKAwxWhrbGMTExFhYWPB7v3LlztIyW+omNjZVIJAKBYOPGjXg49NiiKBSKXr16AcDu3bsJS0XQUT8vXhATE2X9GBoSlTukXKKjowUCAY/Hoz7PSUlJaLDOfApqqR+5XD5s2DAos6ru168fs7zO/bfS0lLmrEhBQYGlpSUALFu2DLegfng8HtPJNCoqCgAkEgm6gOCftra2qqOLZ8+e4QyPUuw4IyMDq0fNsIqKinAu1dvbmxbTUj+EEGw5UfyOjo7M2AbztzN3zqINOupn6FD1/vXdu2t7YHxIm5ubM2NHuIJm6dKldIuW+iGEnD17lvoZ+vj4MD/SWT+U0tLS+Ph4Pz8/dETE0B8p04+enh7TnS49PV0oFJqamuJ0LRqttmzZUnX25vDhwzweTyAQKAWmb926pa+vz+FwmE3WxIkTAWDUqFF0i/b6+ffff2vVqoUnR603Iz59evXqpfoRiwZ00U9AgBrzevrvw65BuUybNg0AXFxcSkpKZDKZTCaTy+U4EdG5c2cardZeP+/fv3dycgIAe3v7lJQU5kefop+UlJS9e/c2bNjQysoKI2yq+hEKhYmJifQrCoVi5MiRHA7n8uXLpMyvW60X6q5duwBAX19faW3bli1bAKBZs2bp6emyMnChTe3atekTR3v9KBSKoUOHAkC1atWYRq4UHED+79cufe1UWD+ZmaRWrXLFA0CMjAjDTlM9BQUFXbt2BQATE5P69evbloER27p161JHTu31Q8oC0K1atVJaqqyzfoKDg21tbdGXl4mqfpTWX+J0MM5I4qOd6btIwQikvr4+U36kzITUwMDAlgE2IEKh8MaNG1hMe/2QMrsuS0tLpWMhI0aMAIC2bduqfsSigQrrJz39/9o797iojrOPP7vLKheFiIlXLlbZoLLHSjEq+DHkcIk1gNGEeo1EWTXQ2E+NhrSGxIbWxHghFkxiGvAaG7HxgmA0QmtSJWggK4mKKCqiAREEkQZkhd2d94/nZTo5u8B6EAl0vn/BObPnzLn8zsw888zzECentvQDQH46x2gFvV5P+1qWqFSqXbt2YUnb9ZOfn+/s7IxDIPzwU+Tp5/Lly+hVZGdn9+KLL6anp+fk5OBwxVI/rFmMtKSGj42NJYT4+/srFIr8/HzL+4BNikQ/VVVVtK9liUKhiI+Px5K266esrAwNfQqFIjU11bImqB9/f3/LXZw2uG/9mExk48a2xPPmm4RxFbAOTrq3QUJCApZEG7dEP9jOSPSDM62Yxf6FF15gd8nTDzYO7u7ux44dQ0uAwWBA+0G7+ikuLu7Xr19wcPClS5eGDBkybtw4q35JX3zxhUKhUKlUbAZsvV6PV9Eac+bMwZIoP4l+sO2S6GfDhg0AgN+syZMnW6Y3ff755+Fn4M3U7ZAz/mluJpMnWxfPmDE2pRPGbOy9evXqZwF2lqZPn46j7VdffRUAPDw86GS50WhE/wNWPwUFBQ4ODkOHDt2xY8ejjz7aq1cvNgmhPP0EBgZKzlJdXe3q6mqLfhobG0eNGuXk5JSYmKhQKGbPnm31PhQWFuIBz549SzempqYqFAo7OzvLm4MDMF9fX/QDSk1NxeaRdXpCrx9WPxUVFV5eXgqFYtu2bWPHjlUqlbt375bUhNvf5CHT/paXR9RqqXhUKvJT/yzrUIffuLi4Ggvw7XFxccEuzd///ncAcHV1pV/oM2fOYPeGfbOjo6MBYNmyZWazGTv68+bNo3vl6QdHaFOmTKEFsrKy8BPern4IIcHBwQAQFhaGV2r1Vty4ccPT0xMAvvvuO7px9uzZABAZGWl5c7Kzsx0cHJRKJQ6BcnNzHR0dAYA6E1RWVqJLIasfXB/xzDPPmM1m/Hv8+PHGn3YSQkNDAWDbtm2tPDSOdeTPn65cKdXPSy/ZdMqSkhKcxTt8+LDl3kuXLuEcDvrz5+XlqdVqhUKRkJBQUVFRVFT07LPPKpVKVj9lZWUeHh6Ojo5oWTp06JBKpRowYEBxcTEWkKcf9Exzc3PLzs6uqKg4efIkyt5G/aDjGc4Is75wLA0NDTiJfOzYMdxSX1+PrgBWl5HX19ePGjWKXkh5ebmbmxsALFq0qKKi4vr167GxsSqVitVPY2Mjrgvct28fIaSwsBAt4+xyCYPBgDMH6enpVuvJaQ35+rl7l4wa9V/xDBlCWhwU2yElJUWhUDg6OtL3m6WxsXHkyJEAsHTpUkJIZWUlTqqqVCp0MPX29sYtVD9vv/02dvnwX6PRGB4eDozJWJ5+/vWvf+G72Lt3b/zqq9Vq1PZrr72GZdrQT3Z2NorNxcXlWusWyYCAAAD49NNP8d8TJ04olUqVSpXVSlP+zDPPAEBwcDAhxGQy0QWqTk5O6IHh7e3N6ictLQ0AtFotHYD9/ve/B4D58+fTJqiqqsrb29vOzu7kyZOt1ZNjlQ75jx46ROzsCABRKgnjLdkO+PxCQkJYFyyW3/3ud/iK4ANOTk7GQQIAPPLIIx999BH2rEJDQwkhpaWlaBOjn3BCSFZWFhZGx+SrV6/iz6l/itFoxE7gS0yjiWY9aoMym83R0dEoGJRBfHz8G2+8gS8fDs/QsRoALIMTXLx4EcdyGo3GYDC0djfQ0v2HP/wB/0WjxYgRI9hpZRb0ufbw8MAhUEZGxoABA7AOffr0SUhIWLBgARYghNy9exe7cykpKfQI58+fx/v51Vdf4ZZvv/3Wzs7O19f3zp07rdWTY5WOrl9YsIAAkGnT7uOUS5cu1Wg0a9asaaNOGo1m2rRp+DhNJtOhQ4eefPLJCRMmYL8/KipKo9Hgq//55597eXnNmzeP7dAbjcb58+d7eXllZmYSQsrLy0ePHq3RaPbs2UMLBAUFaTQadlpTp9NpNJr58+fTLfX19ampqVqtNiQkBNcX7dmzR6PRREdHoz1w165dGo1Gq9Varn4zm804+Hn11VfbuBsHDx4EgKeffhoFuX79eo1Gs3jx4tbK5+fnazSa8ePH07XoOTk5M2bMGDly5N69e81mc0JCgkajwWHb2bNnfXx8RFFED3dKfHy8l5cXXSqCviCsZwPHRjqqnx9+ID4+hHH4bB+TydTuOmSz2SxZT2Y2m+mvzC3g0SxXntET0V3sT2zfYnnqNmoioampKSgoCJhFR1YpKipycHDw8fFBR7vWjiapj+U9tFolqyXZg+DfONJ78778fzmEkC5fv92DycnJwbGTVTMJxWQyhYaG2tvbsx6oDxPaTnZVBbo1XD8PnqtXr+bn56MfwOjRo9td1Llq1SqwWFPw0KioqOjbt+/w4cMfTuSJHgbXz4MHV8shUVFR7Za/cuWKo6NjZGRkax3RTmX//v0AsGHDhod/6h4A18+DB1sepVKp1WotQ/JaBZd8WzXodyomkwljRTz8U/cMuH4ePEeOHAkODl6xYsWVdh1pW8jMzAwKCrJcoNrZ3Lt3b/HixejnypEB1w+HIx+uHw5HPlw/HI58uH44HPlw/XA48uH64XDkw/XD4ciH64fDkQ/XD4cjH64fDkc+XD8cjny4fjgc+XD9cDjy4frhcOTT9fo5ffr0K6+8otPp9u/f33n5N48cOaLT6ZYuXWoZuvbhUFVVxcYhiI+P1+l0NL1PZ1NUVKTT6dicjcj169cTExN1Ot2mTZvYIMAPkLKyMp1OxyaN7Ul0pX5qampiY2NpUEI3N7df//rXX3/9dWeci2YyrbIxSt0DpbCwMC4ujtUPBp1ig6R2KrhEXBKJYdOmTYGBgZjRyMnJafLkyWwWvQfFrVu3lEqln59fa+HKujVdpp/6+nqMWS7Bx8fHaoKaDoIhZgBAEsnpIXD79u3w8HCtVstuxOhzbKyszqO2tvbxxx/39vZmw7u9++67jzzyiOTmu7q6btmy5YFXIDo6Wq1W98jkxF2mHwzEbJXIyEhjuykc7pPi4uJ9+/ZlZGTcsyW+/QMlPj4eAH71q1+xG7Oysvbt22eZ9rQz2L17NwAsWbKEbvnmm29oXEgJgwcPliTD6zgYA3XBggUP9rA/B7pGPxcvXsSgoQDw1ltvZWZmZmZmrl27Fh+qs7NzUVFRZ5y3S8DoUBMnTuyqCmA81x07duC/RqNxypQpePNnzZqVnp6emZm5c+dOzN4HAH/7298ebAUuXrzYp08fLy+vrhp8dh5dox9MvKFWq9evX08bBJPJRMPhWo2e3k3BfAoBAQFdcvaqqqohQ4b07duXpkgpLi52cnICgDlz5ty4cYOWPHnyJI7Kpk2b9mAjATU3N4ui2Lt3b4zh2pPoqH6qq0lQELnfBh+DoFuOKQ0GA8ZTf/7559ntJpMpKysrLCxMFMX09HRJOOmYmBhRFN9++21CSF5e3pQpU3Q63ffff8+WSUtLE0UxPDwcTXwmk2nevHmiKLJCvXHjRkhIiCiK+JgvX74siqIoihhVPSUlRRTFdevWWY6gjEZjdnZ2ZGSkKIoffvghjeVrNBrnzp2LL6Wzs7Moin/5y19wV1RUlCiK7733nuRQZ86c0el0oii+//77NTU17K7k5GRRFNHkcPPmzYULF4aFhbX7Rubm5gLA8OHDaQKlpKQkhULRu3dvNmkKgnmZBg0aJAnnXVRUFBsbK4piYmKixACzZcsWURQjIyPNZnNNTU1MTMyUKVMyMzMlQU8xJlHPyy/UUf0sW0YAyH0Ng+vq6jCX4ObNmy33bt68ecWKFTTFJyHk3r17UVFRmHMBO+hhYWEYPR3BfA2RkZGHDh3CrAoA4O3tvX//floGw7RT+4HRaMRMcosWLaJlLl26hGXQDKXX6/Hf7du3v/XWWzja7tOnT2BgIJtPwWg0vvTSSx4eHljYxcXFz88P1dvc3Ewj3yMRERH4K8zgIokOt3btWsyegHrz9fVlI/IsWrQIANzc3E6dOoVfGQBwd3fHLKutsWXLFmCSU5CWRH2zZs2yjOt78uTJRYsWffbZZ2wsxffffx+TpuDljx07ln06K1asAIB+/fqdOnVKFEUsNnTo0D/+8Y/skZOTk3vkEKhD+jl+nDg4EACiVpPMTFtPeenSpYEDBwKAVYNMXV0dRoKmUNMzC/t4xo0bBwCCIAiCwJbx9/enncN169bhy11dXU1ayV9y5coVTFiyfft2Qsh3332HxwkODsYOD+Wdd96hv1q9ejXmI2KZPn16U1OT2WzG/DyU3/zmN/gr1Amb/eHAgQM0vzclJCSE3g0cxgwcOBAT41GcnZ3biN72wgsvAAA2zoQQk8mEibjfffddy8IGg0HS6B09etTSTBcQEECLoXWkf//+VDyIvb39mTNn6HG++uorhULh6enZeVN8XYJ8/RiN5Ikn/pv/R6MhNg4O8/LPLqsyAAAMlElEQVTyMGuaLbEFL168iP2f0NDQ/Pz8b7/9duXKlZg+6NSpU1gG9aNUKiMiInJzc/V6Pb40rq6uly9fxjId0U+vXr1WrVql1+sPHz6s1WoBYMaMGfjxvnLlytChQwEgOjo6Pz9fr9cvX74cABQKBaZ+OHfuXEhICABotVq9Xk9NWxL9NDQ0oCo8PDyOHj2q1+s3b948aNAgAPjoo4+wDOoHwzJmZGTo9fqEhASs8N69e63ePbPZjElZaGK5u3fvYvZYW8IFNzU1RUREAMCAAQPwjFu3bsWEeevXr8cyqB+lUqnRaPbu3avX69euXYv5W6nFghBy/vx5BwcHBwcH22PidQvk62fdOmn+uZYcNu2wY8cOzO9pi5309ddfx+dHP7ENDQ2//OUvAYAmFUX9uLm50Q79119/rVKplErl559/3lJb+fqZPn363bt3scybb74JAIIg1NbWkpb8P+PGjaNjntu3b2N6VprSx6r9QKKfjIwMOzs7APjHP/6BW0wmEyai9PLywnkb1I+dnd0nLbmWamtrsSdM8+FJqKurw+npzJbuwbVr17CVs2We59ixY5ivcuvWrXQjZkQfMmQIZihC/QBjtaMPiE3ccvPmzf79+yuVyh6Wokumfs6fJ336SPVjb09amoS2wBRRarW6jaxsFPz+LV++nN2InWlBEHBMjPp5+umnaYGysjLscf31r3/FLR3RD82TQwhJSUnBymNmLhwWL1u2jK1eUlLShg0baE5fTA0/YcIEtoxEP5hCLzAwkE0znpOTY29vr1Qq8btA+28VFRW0DCZ7lJhbKJWVlTh0oc/xypUrCoUCbEt1mpSUBABPPPEEtT0QQgoKCrBHhxmaUT8uLi54QxDM/co+kVu3buGAMzs7u93zdiNk6ic83Hr+7UmT2j/lxx9/DBZZ161y584d1IbET+z48eMAMHToUGzBsExkZCQtcOvWLWdnZwBYt24dbumIfmhyRULIzp07cSP2Q5599lkAkOQCa2hoYO2KtugHbQPsFCchpKamBgeKmJYU9ePp6cm+zdgZY1Mps3z55ZfYgFCvqJKSEmzo2CalNZYtW8a28/TqRowYAQC7du0iLfoZMGAAO3DCTJiBgYF0i8FgQAtQD8sydN/6MZvJ9u1EobCuHwCycSNpOwHUF198gSOECxcuWO5ljUIFBQWYtzQjI4Mtc/bsWexzY7cE9TNnzhxagOqHphXoiH4w8y6C+lEoFNevX6+vr8dZYEszNEu7+rl3756XlxdYZKprbm7+xS9+QbejfoYPH846Z6B+prWSAPDw4cN4CdRUU11djae2avyUZO/CGVWJqiXbUT+DBg1iTXaSTLJ4LThwkrTV3Z371k9NDXnssVbFA0AcHEjb7QrNv2k1XHp6evrWrVvLy8sJIXl5efj4Dx06xJYpLCzE7ejV21X6+c9//oPOlxs3bmzjetvVj8FgQFMBTUuMmEwm/NJjfHcZ+jly5AheArW1NDc34+QbNQCwnDt3LjExsbCwEOdP8RbFxMRIio0dOxZanF9t1E9TUxPqR9IV7+7ct36qq4mLS1v6UakI0xO2QmVlJd5Kqz7tCxYscHJywomC77//Hl/ozJ9ax8+dO4cvMXZsurD9cXFxAYDExMQ2rtcW/WA7ExcXx5ahlcRvtgz9HD16VNL+EEKioqIA4Le//a1l+U8++cTe3l6r1WI6cR8fH/ipkR1B80B0dDS5f/1IvhHdnfvWj8lEPvigLf2sXk3adv40m83+/v4AMHXqVMkU3s2bN9GgtGLFCkLIjz/+OH78eNrVpmBqxMGDB6N5Wp5+hg0bJtFPYWEhzuTYop+SkhKz2Yzf8oSEBLZ6zc3NrP9Lu/oxm81oh5C8qbW1tdgu4YdGhn7OnDmDY33W6oVrGfr3729p/0Rp+fr6or0R50bnzp3Llrl79y72NtECYaN+7t27h1Nh7GCyByDHfmAykaAg6+Lx8yOMAalV0PnaycmJdT8xm81r1qxRKBQKhYIaDMLDwwHg9ddfZ3+OFgitVov+iPL08/jjj0te2VOnTqFgbNEPSnfJkiUSERJCUlJSUlNTr1+/jv/iMo227QfoHhEaGsoKDyfKlEolLuiQoR9qf2Pv8zfffIPzb6tWrWIP9e9//xvFRu/kxo0bAWDSpEmsw1RhYSF2v9ELwUb9VFdXo/3t2LFjVqvaTZFpfysoIL17S8WjVpMvv7TprLm5uWgFCggIOHz4cFlZ2Q8//LBz5068xaNHj8a5BdLy0ri7u2OPghDS1NSERtuwsDDcIkM/hJAXX3wRAJ577jn6q/fee892/WD6eDzsmDFjqFNcXV3dhAkT7OzsaEd/1qxZYOF/LdEPLjFQqVTsDcdrHzJkCB5chn4aGxvR04cdQNbX1+Ms8MCBAzdv3lxSUlJWVnb8+HEsqVQqjx49iiUzMzMVCoVSqWTnZ1Ew/fr1Qx85G/Vz8+ZNV1dXtVpt6XTXrZE/f/qnP0n1s3SprWc1m80LFy7Et7NXr1729vb29vaoKPipiTM3NxcXNTz33HMlJSVXr15du3atWq1WKpV0+CRPP6tXr8ZO4IEDB0pLS/ft20dd7GzRD87nnj9/Ht0jli1bVlJSUlpaSr2Ndu/ejT/BpXsjR44sLi6mzjgS/VRWVvr6+gKAt7d3fn5+aWlpWloa+tRRTyUZ+iGEoPcD6wqAV4E9VZVKhTcfzdwA8OSTT9LJ4tra2kmTJgGAp6dnTk5OaWnpgQMHsIO9tOVh26ifCxcuODo6Ojo6dtIq8a5Cvn4MBiII/xWPhwdhXDrb5/Lly+j3KWHixIkS51/shQOAnZ0dmrMBYObMmdS3TZ5+Dh48iDOJ6KmAp0bHE9v1Q1rm4yXVe+qpp9BBgbQk6MUT0Q+5pf/bzp078exKpZIex8fHh85LytPPvHnzwMLx2WQyzZ0719Jtr1+/ftRjg1bewcEBL5nWasSIEdT3ykb9nDhxQqlUuru7S5wbuzsd8h89epT06vX/Nrc9e+773KdPn544cSJdSOfs7KzVak9ZuDD8+OOPERERjz76KBbr27fvxIkTWd+F0aNHA8CMGTPolqqqKrSk0ZlNS/00NTXNmjWLLsOcMGHCZ599hn+npqZi9fDfPcy1bd26FTfSyavbt2/PnDmTOlk6OjpqNBp2vH7+/HnastFxHW6R+COvXLkS/bIBQK1WDxs27J///Cfdi2OtQYMGsfpBXyF2pl/CJ598AozfKuXOnTsLFy7EZeR4Ond39w8//NDyCKtXr6ZesCqVytPT8+DBg3RvXFwcPhR2bRz68rFdVnQ6Wbx4cWv17KZ0dP3CkiUEgLTiPtI+VVVVaWlpAQEBgiB88MEHdJAjoaGhISMjY9KkSYIgfPzxx/TTjsyePVsQBNYwWltb6+/vLwgCtiSkRT99+/ZlV+/cuXNn06ZNgiC8/PLLtbW1lZWVY8eOFQQB348LFy6gTzfrcpKRkSEIwpgxY1gB19XVffrpp6IoCoKQlJRkeRXHjx/38/ObOXMmdUmOiIgQBOHPf/4zW8xkMuXl5c2cOVMQhDfeeEPi37RmzRpBEKZOncraGKKiogRBkBgwWAoKCgBAo9E0NjZKdhkMhuPHj8+dO1cQhOXLl0tWTLGcPn16/vz5giDExcVJHECTk5MFQRBFkfb6CCExMTGCIOh0OrolNjYWAJKSklo7RTelo/q5cYP4+ZEWV6+fL4mJiQDw2GOP3b6vXmb3p6ampn///q6uriVtz8p1JmazeerUqWq1Oisrq6vq0El0ffy3hwM6aD711FM9MopS2+DkksQH6mFSXl4+ePBgjUbD4x90P65du3bixInQ0FCwWO/5P8KOHTugSx3P0I3o4QTresj0fP2gEzFi1emrx1NbWzt8+HA/Pz92iPIweeWVV1QqVSdFxuxaer5+Xn75ZRRPUFCQLSuOeiSvvfYaALDWvIdGbW2tg4ODIAiWBoweQM/Xz/79+2fMmBETE/M/Kx5CSEFBQXh4eJcM369duxYREdEZYU1/DvR8/XA4nQfXD4cjH64fDkc+XD8cjny4fjgc+XD9cDjy4frhcOTD9cPhyIfrh8ORD9cPhyMfrh8ORz5cPxyOfLh+OBz5cP1wOPLh+uFw5MP1w+HIh+uHw5EP1w+HIx+uHw5HPlw/HI58uH44HPlw/XA48uH64XDkw/XD4ciH64fDkU87+mFT33A4HAnp6emt6uedd97Zs2fPbQ6H0wrbtm1LTk62rp+UlJRhw4Z5czicVvD09ExLS7Oun8bGxvLy8h84HE4rlJeXGwwG6/rhcDg28n8XIB/RQ9+90QAAAABJRU5ErkJggg==" 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" width="189" /><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">
</span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">
</span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span><span style="mso-no-proof: yes;">
</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">The
main structure rules that we must remember and apply to analyze the sentence
are:</span></div>
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<span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">i-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: +mn-ea;">S </span><span style="font-family: Symbol; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-fareast-font-family: +mn-ea; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">- </span></span><span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: +mn-ea;">NP (Aux) VP</span><span style="font-family: "Century Gothic","sans-serif";"></span></div>
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</span></span></span><span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: +mn-ea;">PP - </span><span style="font-family: Symbol; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-fareast-font-family: +mn-ea; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;"></span></span><span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: +mn-ea;"> P NP</span><span style="font-family: "Century Gothic","sans-serif";"></span></div>
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<span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic";"><span style="mso-list: Ignore;">v-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: +mn-ea;">AP </span><span style="font-family: Symbol; mso-ascii-font-family: "Times New Roman"; mso-char-type: symbol; mso-fareast-font-family: +mn-ea; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">-</span></span><span style="font-family: "Century Gothic","sans-serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: +mn-ea;"> A (PP) </span></div>
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<br /></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">When
we understand the rules, it will be easier for us to analyze the sentence
structure and reducing the grammatical errors. <span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">This
blog beneficial for linguistic source: </span><a href="http://walkinthewords.blogspot.com/"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 150%;">http://walkinthewords.blogspot.com</span></a></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-45378286543582237072012-02-13T23:46:00.000-08:002012-03-07T10:06:55.932-08:00Short Mime<!--[if gte mso 9]><xml>
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<![endif]-->
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 150%;">We have learned the
pronunciation of each alphabet. I do realize I have to practice much more so
that I will teach the correct knowledge to my students. Nowadays, there is lot
of sources to help us to get the knowledge. At the internet itself, we can
access everything that we need. During the lesson, we have been introduced with
the interactive chart which a good way of learning. A good pronunciation will
helps us communicate much better. </span><span style="font-family: "Century Gothic","sans-serif";"></span></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 150%;">The task in this
week is to create a short clip on the use of expressions or non-verbal
communication. Our clip was regarding two girls who are practicing bad eating
lifestyle. This causes their body become fat. After being advised by their
friends, they have changed and start practicing a healthy lifestyle.</span><span style="font-family: "Century Gothic","sans-serif";"></span></div>
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<br /></div>
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<div class="MsoNormal">
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzuFkvcPss4HPuyt9z8rbUHoxTH87fIXnsFlgE-EH_BIctT2s_CWWDA2_BSYji0pOfqpZUcVKjq0mygjn9CuA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;"><o:p></o:p></span></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;"><br /></span></div>
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importance of taking a healthy and balanced diet. This is for my own good too
to prevent critical disease such as heart-attack, high-blood pressure, obesity
and lot more. These are the diseases been attacked Malaysian nowadays. So,
awareness is the most important thing so that an action can be done. At the
same time, physical activity will make me fits. I must arrange my time wisely
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to learn this skill because it will relevant for me some day. This skill also
important as a variety in my teaching methods later. Although at first I feels
ashamed, but I enjoying myself then. How far we can use the skills that God has
given us, we have to make full use of the opportunity, because it may not come
everyday.</span></div>
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</div>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-16319314354209206802012-02-06T23:34:00.000-08:002012-03-07T09:52:31.115-08:00Dialogue<br />
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<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">For this week, we are required to
identify the forms and functions used in everyday language but in form of role
play. After discussing in our group (Dayang Narzeriah, Juliza, Normarliza and
I) we have decided to write about the Chinese New Year celebrations which just
around the corner. </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">In daily conversation, we were always
ignoring grammatical aspects, as long as both of the speakers and the receivers
get the message on what they are talking about. It’s difficult actually when we
have to act and speak, and at the same time to concern on the grammatical
aspects. When I am reflecting back, when I was listening to the songs, it
will be no or less grammatical grammar at all. So, I think, song is one of the
best mediums to learn English. </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">We were the second group to perform, and in my
opinion we have done a great job. For me, such activity can improve our
confidence to talk in front of others. Also, we can enjoy the lesson rather
than sit down and just listen to the theory. I can see the potential of my
friends, and most of them can act very well. </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Every
one of us has our own potential and uniqueness. God makes us different from
others so we can complete each other. But our failure is not the end of our
life. It is part of our life to make us becomes more mature and move forward.
Always believe in our creator, because HE always knows what the best is for us.</span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;"><br /></span><br />
<br />
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<tbody>
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<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">CHARACTER<o:p></o:p></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt;">DIALOGUE<o:p></o:p></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">NAJA<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hi,
girls! Good morning! Chinese New Year is coming. Do you girls go back for
holiday? <i>(</i>To ask)<o:p></o:p></span></div>
</td>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Yes!
I will go back for sure because it is my family celebration (To reply). How
about you girls?<i>(</i>To ask)<o:p></o:p></span></div>
</td>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INN<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">I’m
not sure yet because my parents are not at home for the time being (To reply).<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">JUE<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Same
goes for me as we have not received our allowances yet (To explain).<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">So
pity for both of you. Why don’t both of you come with me? Let’s celebrate the
Chinese New Year with me and my family. (To invite)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INN<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hmm…I
don’t think I can join you because I already have my own plans for this
coming holiday (To decline). <o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">JUE<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Cool!
It’s a good idea! But, I have to ask permission from my parents first (To
half agree)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">NAJA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Anyway,
are you serious Liza? Since I always dream of celebrating Chinese New Year,
don’t you mind if I go along with you? May I? May I? (To request)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Yes,
why not? It’s my honor to have you as my special guest (To agree). <o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">NAJA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Wow!
That sounds lovely. Thanks, Liza (To thank). By the way, what is so special
about Chinese New Year celebration? Come on, tell us! (To ask).<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">JUE<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Oh,
I know. I know! One of them is Lion Dance. I really enjoy the Lion Dance
show. It’s what I’m waiting for every year (To express).<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INN<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">But,
I know the most special one! (To express)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">JUE<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">What
is it? What is it? (To ask)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INN<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Angpau!
Since I’m not coming with you, so don’t forget my angpau, okay! (To remind)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Yes,
both of you are correct. But, I’m so sorry, my dear. (To apologize). I’m not
married yet so I can’t give you angpau. (To explain)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INN<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Why
can’t? (To confirm)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">It’s
a tradition. I can’t change it. (To explain)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">NAJA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Oh,
I see. Actually I’m so excited to play fireworks. (To express)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Yes,
me too. It is the most exciting part in Chinese New Year celebration for me. (To
respond)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">JUE<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Really?
That sounds great! (To respond)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">So,
what are you waiting for? (To convince)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">JUE<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Alright,
I’ll try my best to convince my parents. (To agree)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">INN<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">If
that so, I have to think twice about this. (To confirm)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Good!
That’s my friend (To praise) <o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">NAJA<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Awesome!
Let’s shopping for a new cheongsam, girls! (To invite)<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">LIZA, JUE & INN<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 5.2in;" valign="top" width="499"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Let’s
go!!! (To agree)<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-9530553774115671752012-02-04T08:28:00.000-08:002012-03-07T09:01:10.444-08:00What is Morphemes?<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">English language
uses units of meaning called morphemes to form words. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">Free morphemes
which words can stand by themselves, example “girl” and bound morphemes which
need to be bound to a free morpheme. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">In English, the
information “plural number” is attached to a word that refers to some person,
creature, concept or other nameable entity (in other words, to a noun) when
encoded in a morpheme and cannot stand alone. Take the word ‘reactor’ as an
example. Based on the information above it could be stated that it consists of
two morphemes: a stem <i>actor</i> and a derivational morpheme <i>re</i>-. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">The importance of
learning morphemes is:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">Primary
school children of all ages have difficulties of spelling words when the
spelling cannot be predicted from the way the word sounds. For example, </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">the spelling of ‘magician’ is not predictable from the way it sounds.
The first ‘a’ sounds more like an ‘i’ , while the ending sounds like ‘shen’ or
‘shun’. But if we know that its spelling represents the morphemes ‘magic’ and
‘ian’, we can make sense of its spelling.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">2.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">Children’s difficulties with the spelling of many
words can be reduced by making them aware of the morphemes that compose the
words.</span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">3.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt;">Making children more aware of morphemes has a
positive effect on their vocabulary growth.</span></div>
<div class="MsoNormal" style="text-align: justify;">
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<img alt="" 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" 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" 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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">Source: <a href="http://www.tlrp.org/pub/documents/no14_nunes.pdf">http://www.tlrp.org/pub/documents/no14_nunes.pdf</a></span>
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<span style="font-family: Verdana,sans-serif; font-size: x-small;">References: </span><br />
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<span style="font-family: Verdana,sans-serif; font-size: x-small;"><a href="http://www.sil.org/linguistics/GlossaryOfLinguisticTerms/WhatIsAMorpheme.htm">http://www.sil.org/linguistics/GlossaryOfLinguisticTerms/WhatIsAMorpheme.htm</a>
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<span style="font-family: Verdana,sans-serif; font-size: x-small;"><a href="http://www.youtube.com/watch?v=DErpIaKvQl0&feature=autoplay&list=PL4EA2AFF39017BC60&lf=results_video&playnext=2">http://www.youtube.com/watch?v=DErpIaKvQl0&feature=autoplay&list=PL4EA2AFF39017BC60&lf=results_video&playnext=2</a>
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<span style="font-family: Verdana,sans-serif; font-size: x-small;"><a href="http://www.youtube.com/watch?v=WeYUjC6JXvA&feature=related">http://www.youtube.com/watch?v=WeYUjC6JXvA&feature=related</a>
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<br />Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-88935112020282261862012-02-04T07:49:00.000-08:002012-02-04T07:49:53.648-08:00HAPPY CHINESE NEW YEAR<div class="separator" style="clear: both; text-align: center;">
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Enjoy the video. Happy New Year :)</div>
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<br />Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-55325472384334822972012-02-03T23:20:00.000-08:002012-03-07T08:37:48.786-08:00What is Language?<br />
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<b><span style="color: #1f497d; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;">Language is a tool for communication, to
deliver information from the speaker to the listener.<o:p></o:p></span></b></div>
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<b><span style="color: #1f497d; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;">Language can be verbal and non-verbal. For
example, body language.<o:p></o:p></span></b></div>
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<b><span style="color: #1f497d; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;">Language has its own structure which can be
study. For example; grammars, morphemes, phonetics, sound systems, etc.<o:p></o:p></span></b></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;">After discussing
with my friend, Normarliza, these are what we think the definition of language.
English is one of the most widely spoken and written languages worldwide. A lot
more to improve to master this language, and I will always look forward to
learn. This can be achieved with the help and guidance from the lecturer and my
dearest friends. The more we share the knowledge, the more that we will get. I
always believe in this quote. <o:p></o:p></span></div>
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<span style="line-height: 115%;"><span style="font-family: Verdana,sans-serif;"><a href="http://www.englishlanguageguide.com/english/facts/stats/">http://www.englishlanguageguide.com/english/facts/stats/</a></span></span></div>
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<span style="font-family: Verdana,sans-serif;"><a href="http://www.youtube.com/watch?v=tU3lRm5W3oQ">http://www.youtube.com/watch?v=tU3lRm5W3oQ</a></span></div>
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<a href="http://www.englishclub.com/english-language-history.htm"><span style="font-family: Verdana,sans-serif;">http://www.englishclub.com/english-language-history.htm</span></a></div>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0tag:blogger.com,1999:blog-3694699349303541244.post-86888356345425053912012-02-03T23:12:00.000-08:002012-02-03T23:12:34.686-08:00AHLAN WA SAHLAN, WELCOME TO MY BLOG<br />
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 115%;">Assalammualaikum
wbt and hello to everyone..<o:p></o:p></span></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 14.0pt; line-height: 115%;">With the blessed
from Allah SWT and requirement from our lecturer, I have set up this blog for
my reflections on ELE3103 English For Language Teacher and may some
personal views on some issues happens in my daily life. Feel free to comment in
order for me to improve my writing skill. <o:p></o:p></span></div>Miss Nurr Azreenhttp://www.blogger.com/profile/07448629894037996436noreply@blogger.com0