<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5291587554179324189</id><updated>2012-01-25T02:32:02.496-08:00</updated><title type='text'>Miss_Sofiea</title><subtitle type='html'>you smile i will smile</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://sakuralight.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5291587554179324189/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://sakuralight.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>miss_sofiea</name><uri>http://www.blogger.com/profile/17157630652068826335</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://2.bp.blogspot.com/_-Js_mFiWixA/TUKoO2eeDvI/AAAAAAAAAB0/SYOEoRtBSsM/s220/162810_129725500425189_100001632187961_193249_320180_n%255B1%255D.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>2</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5291587554179324189.post-3138696119942595125</id><published>2012-01-24T22:09:00.000-08:00</published><updated>2012-01-24T22:09:48.351-08:00</updated><title type='text'>belajar sejarah..siapa suka..?</title><content type='html'>sejarah mata pelajaran penting dalam 8 matapelajaran yang penting untuk exam.biasalah sejarah mengenai fakta,tempat,tokoh,tarikh dan iktibar apa yang belaku..tapi biasalah jugak untuk para pembaca,bila baca anda akan mengalami simptom INGIN TIDUR. kadang- kadang sesetengah pelajar menggunakan buka sejarah sebagai peneman untuk tidur bila mereka tidak boleh tidur.Kecuali jika exam dah dekat..sanggup bersenkang mata untuk baca buku sejarah..walaupun sudah kena simptom INGIN TIDUR. Sebenarnya ada cara ingin belajar sejarah secara berkesan..dulu Miss pun selalu jugak kena simtom ni tapi lama kelamaan ada jugak timbul keinginan membaca sejarah ni bila cemburu lihat kawan-kawan miss dapat high-mark dalam kelas.So,miss cari jalan penyelesaian..cara ini boleh ikut..tak nak pun tak apa..ikut cara masing-masing ya.. :)&lt;br /&gt;&lt;br /&gt;TIPS NAK BACA SEJARAH&lt;br /&gt;&lt;br /&gt;1) mesti dalam keadaan bersemangat bila nak baca.Kalau diri masih lesu atau letih elakkan membaca kerana mungkin membuat anda rasa bosan dan bertambah letih.&lt;br /&gt;&lt;br /&gt;2)sediakan kertas yang banyak kalau boleh. Kertas yang banyak bukan untuk anda conteng dan saja-saja kosong tetapi setiap apa yang anda baca pastikan anda menulis di atas kertas.Kadang-kadang kita sudah boleh ingat dengan menghafal tetapi dengan menulis ia memboleh anda mengingat dalam kotak fikiran.&lt;br /&gt;&lt;br /&gt;3)pastikan mempunyai pen berwarna-warni.Hal ini kerana, otak senang mengingati apa yang dilihat dengan tulisan yang berwarna-warni dan membuat anda bertambah ceria untuk membacanya.&lt;br /&gt;&lt;br /&gt;4)semasa membaca tak perlu nak ingat setiap yang diulis atau dibaca dalam buku cuma perlu tahu main point .contoh :&lt;br /&gt;&lt;br /&gt;pemerintahan Maharaja Mikado Meiji &lt;span style="background-color: #3d85c6;"&gt;menekankan permodenan dan perindustiran&lt;/span&gt;&lt;span style="background-color: #9fc5e8;"&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3;"&gt;dari situ,kita sudah tahu bahawa Maharaja Mikado Mieji menekankan permodenan dan perindustrian untuk memajukan negaranya.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3;"&gt;5) semasa menulis pastikan menulis dengan penuh dalam satu kertas tersebut dan mudah untuk dibaca dan senang untuk mengingati.buatlah carta,melukis muka tokoh,rajah..mengikut kreativiti masing-masing.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3;"&gt;6)ulang berpuluh-puluh kali kemudian rehat selama 10 minit atau 15 minit supaya anda tidak tertekan.selepas berehat ulangi secara perlahan-lahan dan jangan terburu-buru.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3;"&gt;7) bila dah boleh ingat..pastikan buat latih tubi.ha..macam mana nak buatkan..?senang je..cth:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3;"&gt;&lt;span style="background-color: yellow;"&gt;mengapa Amerika Syarikat mengenakan sekatan ekonomi terhadap negara Jepun ?&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3; color: lime;"&gt;-kerana Jepun enggan keluar dari China&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3; color: black;"&gt;8) pastikan soalan tersebut ada kena mengena dengan apa yang anda baca tadi..&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: #f3f3f3;"&gt;semoga anda belajar SEJARAH.. :)&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5291587554179324189-3138696119942595125?l=sakuralight.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sakuralight.blogspot.com/feeds/3138696119942595125/comments/default' title='Catat Ulasan'/><link rel='replies' type='text/html' href='http://sakuralight.blogspot.com/2012/01/belajar-sejarahsiapa-suka.html#comment-form' title='0 Ulasan'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5291587554179324189/posts/default/3138696119942595125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5291587554179324189/posts/default/3138696119942595125'/><link rel='alternate' type='text/html' href='http://sakuralight.blogspot.com/2012/01/belajar-sejarahsiapa-suka.html' title='belajar sejarah..siapa suka..?'/><author><name>miss_sofiea</name><uri>http://www.blogger.com/profile/17157630652068826335</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://2.bp.blogspot.com/_-Js_mFiWixA/TUKoO2eeDvI/AAAAAAAAAB0/SYOEoRtBSsM/s220/162810_129725500425189_100001632187961_193249_320180_n%255B1%255D.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5291587554179324189.post-8102624858347494066</id><published>2012-01-18T02:52:00.000-08:00</published><updated>2012-01-18T02:52:30.713-08:00</updated><title type='text'>Gegorafi tingkatan tiga</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;Bab 1- kedudukan&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;1.1-&lt;u&gt;&lt;b&gt;&lt;span style="color: #351c75;"&gt;garisan timuran dan keutaraan&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;u&gt;&lt;b&gt;&lt;span style="color: #351c75;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;u&gt;berdasarkan apa yang saya pelajari di tingkatan tiga:(ringkasan)&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;dalam sebuah potografi yang selalu anda lihat dikertas-kertas ujian anda.Itu dipanggil PETA TOPOGRAFI.&lt;br /&gt;&lt;br /&gt;1.dalam peta topografi mengandungi gairsan-garisan yang dipanggil &lt;span style="font-size: large;"&gt;&lt;u&gt;GRID&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;(a) gairsan grid menegak dipanggil garisan &lt;u&gt;&lt;span style="font-size: large;"&gt;ketimuran&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;(b)garisan melintang dipanggil garisan &lt;span style="font-size: large;"&gt;&lt;u&gt;utaraan&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;2. setiap garisan itu mempunyai nilai yang dinyatakan dalam bentuk darjah.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="color: #351c75; font-size: x-large;"&gt;1.2- rujukan grid&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;u&gt;&lt;span style="color: #351c75; font-size: x-large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: #351c75;"&gt;1&lt;/span&gt;. rujukan grid ialah satu kaedah untuk mencari kedudukan sesuatu tempat atau objek dalam peta topografi.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;maksud: dalam geografi tingkatan 1 kita dah belajar lajur dan bariskan..serta titik rujukan dan koordinat.di tingkatan tiga ia masih menggunakan&lt;span style="color: #351c75;"&gt; &lt;/span&gt;cara yang sama.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;2. rujukan grid menggunakan garisan menegak dan melintang( ketimuran dan keutaraan) dan terbahagi kepada dua.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;*.rujukan grid 4 angka&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;*.rujukan grid 6 angka&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #351c75; font-size: x-large;"&gt;&lt;u&gt;1.3- menentukan kedudukan&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #351c75;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;1.ketinggian dalam peta ditandakan menggunakan simbol warna,garisan kontur dan titik tinggi.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;2. dalam peta atlas warna digunakan untuk membeza ketinggian.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;menentu ketinggian menggunakan simbol.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;*. &lt;span style="background-color: cyan;"&gt;&lt;span style="font-size: large;"&gt;simbol titik tanda tinggi&lt;/span&gt;&lt;/span&gt;-ketinggian sesuattu dari aras laut.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;cth ; &lt;span style="font-size: x-large;"&gt;.14&lt;/span&gt;m= 14 meter dari aras laut.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;*&lt;span style="background-color: cyan; font-size: large;"&gt;.simbol batu aras&lt;/span&gt;- tanda tinggi yang dibina di tepi jalan raya atau jalan kereta api.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;cth : &lt;span style="font-size: x-large;"&gt;.25.2m &lt;/span&gt;=25.2 meter dari aras laut.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;*&lt;span style="font-size: large;"&gt;&lt;span style="color: #3d85c6;"&gt;.&lt;/span&gt;&lt;span style="background-color: cyan;"&gt;simbol sistem trigonometri&lt;/span&gt;&lt;/span&gt;- penanda ketinggian yang biasa diletakkan di puncak bukit atau gunung.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;* bentuk stesen trigonometri mempunyai segitiga dan didalamnya mempunyai satu titik/tanda bulat.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;menetukan ketinggian menggunakan selang kontur.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;merupakan garisan yang menyambung titik yang sama tinggi dari aras laut.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;garisan kontur tersusun dan tidak bersilang&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;jarak antara satu garisan kontur dengan yang lain disebut menunjukkan perbezaan.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;perbezaan kontur dipanggil selang kontur&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;setiap garisan kontur yang kelima dipanggil indek kontur.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;kontur dan keratan rentas.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;-jarak dan susunan kontur pada peta topografi menunjukkan jenis cerun yang berbeza di sesuatu kawasan.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;jenis-jenis cerun :&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;a.&lt;span style="color: red; font-size: large;"&gt; cerun curam&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;-ditunjukkan garisan yang rapat.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;b.&lt;span style="color: red; font-size: large;"&gt; cerun landai.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;-ditunjukkan oleh garisan yang jarang.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;c. cerun bertangga&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;-ditunjukkan oleh susunan yang berselang-seli rapat dan jarang&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;d. &lt;span style="color: red; font-size: large;"&gt;cerun cekung&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;- mempunyai susunan kontur yang jarang pada bahagian redah dan parat pada bahagian tinggi.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;e.&lt;span style="color: red; font-size: large;"&gt; cerun cembung&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;-mempunyai susunan kontur yang rapat pada bahagian rendah dan jayang pada bahagian tinggi.&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;cra-cara melakukan kerantan rentas :&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="data:image/jpeg;base64,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" imageanchor="1"&gt;&lt;img border="0" height="420" src="data:image/jpeg;base64,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" width="640" /&gt;&lt;/a&gt; &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;contoh kontur :&amp;nbsp;&lt;/b&gt;&lt;img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhQSERQSExQWFRQWFhwZFRgYGBgaHBwbHRUeGh4dHBUhHCchHyUvGxUXHzsgIygsLC4zIR4xNzA2NScvOCkBCQoKBQUFDQUFDSkYEhgpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKf/AABEIAFwAYAMBIgACEQEDEQH/xAAaAAACAwEBAAAAAAAAAAAAAAAFBgIDBAAB/8QARRAAAgEDAAQHDAkCBQUAAAAAAQIDAAQRBRIhMQYTIkFRgdEUFjJTVGFxc5KTobMHIzNSYnSCkbIVsSRVcpS0F0JEY6L/xAAUAQEAAAAAAAAAAAAAAAAAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAAP/aAAwDAQACEQMRAD8AfY7TSU7SSR3sccfGyKiGANgLIygZzt8GrP6HpX/MI/8Abjto3wb+yb183z3ooaBBvbbSiTQQi/jZpS3/AI45KouWY7ekquOfW81dpO20pEYlF/GzyyiNRxAHSzNnO4KrHqApg0UONu7m4O0R4t4/08uQ9btq/oFdajj7+STelsvFJ61wHkPUnFL1tQAtL2mk4IJJjpCM6ikgdzjlHcF387EDrqOlbXScEDzPpCPkrnVFuMljsCjbvLYUemj2nm42e3tRtBbjph0RxHK59MmoOo9FYNHmXSEyXDpxdnE2vAp8KZwSFlYcyjwlG85B5qCuDQulioLX8QYgaw7nGw42jf01lurDSqTQx93x4k1xnuddhVdbp8xpjuOE6o8qcXIxjxq41frGyoKpt3gyxjbgcrzGqXv1murQJzRPOekKyiNc9GS7ey3RQAobDSpuJITfxjCI6nuddoYsp5+Yr8RXumbLSsMLyd3xkjGB3Ou0lgo5+kimWY/4+Pp7nlz72LH92+NR4TnKQx+MuIR7MgkPwjoBA0FpX/MI/wDbjtrobfSEE0Bnu0lieUIyCEKTlWI5WekCm8UK094Vt+ZX+D0HvBv7JvXzfPetWlb8QQyTNujRmPnwM4Hp3Vl4N/Yt6+b571Rwn5Ygt/HTrrD8EeZW+WB10HaPAs7ANLvjjMk3ncgyP+7k1nsLlLGxEly2qxzJL0mWRtcqo3sdZtUAbdgq7hL9Y1vbeNlDOP8A1xfWNnzFgi/qqoaPFxfvJINZbUKsKncJHXXaTHTqsig83KoMAt5Fs728mGpPNCx1eeKNUbi09I1mY+cnopjE8UEAYsqQxoMMTyQqrsOfQBWx4gQQRkEYI6QaVbb6MbJJA+rK4BBWN5ZGjXG7EZOMDooBfdcbXXdAfAZ1d1Y4CxfUFX1T4OSwyef9Ow9wV0bHCnGaxMtwA51jt1QOSqjmVQ2cec530bayjOsSinWXVbKjavQdm0bdxpP4VyYuX5GxYAqyZwUZ1nA1R0HG30LQMVlbFrmW4yCjRxpEQc7BrMxz52ceyKq0m2veWkf3BLMf0qIh8Z89VeaLuI7eGXJCRRzMq7NiguMAD/U+MVosnhkuZnUkyoqxONuAMswxs25JYEjnXHNQExQrT3hW35lf4PRahOnvCtvzK/weg7g59i/r5vnvVUg19IL0Q25b9UsmqD1LA/71bwc+xf183z3qGittzeNzh406hCG/vI1BG0HGX8z80EaQr/qf618fp4kdVV292Ir6WJzjj1WWInZllXi3UHpARGx5zV/BkZjkk55Z5W6hIUH/AMxirdPcHYbyPi511gDrKQSrK27KsNoOCaAZpjhJIZe5LJFlnxmR2P1cIO4uRvY8yCskfAOSXbeXtxMTvRG4qMehVAP7mj+g+D8NnHxUCaq5yd5LE7yzHaTRBnA30CkfoytRko1yjZzrLcSZz07SRWtOBcY1FDylVRlcM2txhIbDM55WRxsmMHn81MMcwbwSD6K9ZwBk7hvoEzhXCbe0jj1ZrgcZryuqgsSG1gWGwbX1d27FE9Ak8e3Tqya3p7qfGerPxqFhpg3s7LEFazjBV5MH6yXIwsZz4K4OW5zs5qNW2jo4nkkVQGlILnJ2kDA9HV0mg15pb4S6RxdWEA2l5yzeZVjYZ9tlH70xa1JdmTPJFfMNk1yiwA80Co+qf1MWk61oGHg39k3r5vnvVfB0ZFw/3rmT9lIQfxqzg39k3r5vnvUODB+oPrp/+S9BLgoR3HBj7gJ9PP8AHNFqU9HaeitJXs7h1i5bPbs5Cq8bsXwHOzWUllI6AKs0hw+gDcVbEXdwfBihIbrdxkIPOaDZwj080OpDAgkuZiREh3ADwpHPMg2ekkChcP0dxy8u+lkupTtOsxWMeZYlwMenbRLg5oN4y1xcMHupgOMYeCijdHH+EdO9jtNHqBUl+i/R52iExnpjd0PwNVj6NYTslnupoxuieZin7c/XTfWLS2l4raJppnCRrvJ/sBvJ8w2mgvtbRI0VI1CIowqqMADoAq1qUB9JUWT/AIa91fv9zSap89Tj+kGKdlitFeWZmAZWR0Ea55TuWAwAM4xvOBQYpJ5Ukkj4924o8e5zs1lVC0Y/BiVeTTFplAptQBgC4UADmGo4oHY6Au9QLKIAxlfXZXdi0cjBnO1BhsqoC7sc+yjund9r+ZX+D0EuDf2Tevm+e9Q4NNyJU50uJh+8hcfBxUuDn2L+vm+e9DdKrcWtw1xBCZ4pQOPjUgOHUaokQHYcqApXZuBoDukdFRTrqzRpIu/DAHbUdHaIhgGIYkjB36qgUvD6QtUcuxvlHOeJDfBWJ+FRf6UbM8lOOeb/ALYRDIHJ6MFQPjQMelNMw26a80ixr0scZ8wG80t/9ULU+DHdOPvJbuR+9aNDcFzI4u75RJcN4CHlJApOxEU7M4xl8ZJpnC0CefpNgfkwQ3M0x2LEImU587MNVR5ya0aM4MyzSrdX5VpF2wwLtjh8/wCN/wAR6qacVwoOxUViAOQAOqp11B1CdPeFbfmV/g9FqE6e8K2/Mr/B6DHoPTMKRuryxqwnmyCwBH17c3WKI/1+28fF7a9tZbngXZSOzvawszElmMakkneScVX3hWHkkHu07KDd/X7bx8Xtr21D+s2uc8dDnp1kz+9ZO8Kw8kg92nZXd4Vh5JB7tOyg3d8Ft4+L217a974Lbx8Xtr21g7wrDySD3adld3hWHkkHu07KDf3wW3j4vbXtru+C28fF7a9tYO8Kw8kg92nZXd4Vh5JB7tOyg398Ft4+L217a7vgtvHxe2vbWDvCsPJIPdp2V3eFYeSQe7TsoN/fBbePi9te2h2lNLQyPbKkqO3dCnCsCfAfmzUu8Kw8kg92nZV9lwQs4XEkVtEjruZUUEbMbCB0UH//2Q==" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img height="165" src="data:image/jpeg;base64,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" style="margin-left: auto; margin-right: auto;" width="400" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;span style="font-size: small; text-align: justify;"&gt;stesen trigonometri&lt;/span&gt; &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;img src="http://t1.gstatic.com/images?q=tbn:ANd9GcSnP1UdyfnqKKkCNShmCo4tLiAbvy-Ddnecw6WG7F3WrGmkBJmD" /&gt;&amp;nbsp;selang kontur.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;terima kasih.. :)&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5291587554179324189-8102624858347494066?l=sakuralight.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://sakuralight.blogspot.com/feeds/8102624858347494066/comments/default' title='Catat Ulasan'/><link rel='replies' type='text/html' href='http://sakuralight.blogspot.com/2012/01/gegorafi-tingkatan-tiga.html#comment-form' title='0 Ulasan'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5291587554179324189/posts/default/8102624858347494066'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5291587554179324189/posts/default/8102624858347494066'/><link rel='alternate' type='text/html' href='http://sakuralight.blogspot.com/2012/01/gegorafi-tingkatan-tiga.html' title='Gegorafi tingkatan tiga'/><author><name>miss_sofiea</name><uri>http://www.blogger.com/profile/17157630652068826335</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://2.bp.blogspot.com/_-Js_mFiWixA/TUKoO2eeDvI/AAAAAAAAAB0/SYOEoRtBSsM/s220/162810_129725500425189_100001632187961_193249_320180_n%255B1%255D.jpg'/></author><thr:total>0</thr:total></entry></feed>
